| Global Index | A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z | _ | other | (2876 entries) |
| Notation Index | A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z | _ | other | (191 entries) |
| Module Index | A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z | _ | other | (58 entries) |
| Variable Index | A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z | _ | other | (13 entries) |
| Library Index | A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z | _ | other | (57 entries) |
| Lemma Index | A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z | _ | other | (1018 entries) |
| Constructor Index | A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z | _ | other | (325 entries) |
| Inductive Index | A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z | _ | other | (98 entries) |
| Projection Index | A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z | _ | other | (400 entries) |
| Section Index | A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z | _ | other | (107 entries) |
| Instance Index | A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z | _ | other | (44 entries) |
| Abbreviation Index | A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z | _ | other | (8 entries) |
| Definition Index | A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z | _ | other | (451 entries) |
| Record Index | A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z | _ | other | (106 entries) |
Global Index
A
alphacongValid [lemma, in LogRel.Substitution.Introductions.Bool]alphacongValidSubst [lemma, in LogRel.Substitution.Introductions.Bool]
alphane [inductive, in LogRel.NormalForms]
alphane_nf_false [lemma, in LogRel.NormalForms]
alphane_isNat_false [lemma, in LogRel.NormalForms]
alphane_whne_false [lemma, in LogRel.NormalForms]
alphane_backtrans [lemma, in LogRel.NormalForms]
alphane_Ltrans [lemma, in LogRel.NormalForms]
alphane_ren [lemma, in LogRel.NormalForms]
alphane_sind [definition, in LogRel.NormalForms]
alphane_rec [definition, in LogRel.NormalForms]
alphane_ind [definition, in LogRel.NormalForms]
alphane_rect [definition, in LogRel.NormalForms]
alphane_containsne [constructor, in LogRel.NormalForms]
alphane_tIdElim [constructor, in LogRel.NormalForms]
alphane_tSnd [constructor, in LogRel.NormalForms]
alphane_tFst [constructor, in LogRel.NormalForms]
alphane_tEmptyElim [constructor, in LogRel.NormalForms]
alphane_tBoolElim [constructor, in LogRel.NormalForms]
alphane_tNatElim [constructor, in LogRel.NormalForms]
alphane_tApp [constructor, in LogRel.NormalForms]
alphane_tRel [constructor, in LogRel.NormalForms]
alphane_disjunction_redalg [lemma, in LogRel.UntypedReduction]
alphane_disjunction_red [lemma, in LogRel.UntypedReduction]
alphane_nored [lemma, in LogRel.UntypedReduction]
alphaRed [lemma, in LogRel.Substitution.Introductions.Bool]
alphaRed [constructor, in LogRel.UntypedReduction]
alphaRedEq [lemma, in LogRel.Substitution.Introductions.Bool]
alphaRedEq_aux' [definition, in LogRel.Substitution.Introductions.Bool]
alphaRedEq_aux [definition, in LogRel.Substitution.Introductions.Bool]
alphaRed_aux' [definition, in LogRel.Substitution.Introductions.Bool]
alphaRed_aux [definition, in LogRel.Substitution.Introductions.Bool]
alphaRed_auxnatred' [definition, in LogRel.Substitution.Introductions.Bool]
alphaRed_auxnatred [definition, in LogRel.Substitution.Introductions.Bool]
alphaRed_auxnat' [definition, in LogRel.Substitution.Introductions.Bool]
alphaRed_auxnat [definition, in LogRel.Substitution.Introductions.Bool]
alphaSubst [constructor, in LogRel.UntypedReduction]
alphaValid [lemma, in LogRel.Substitution.Introductions.Bool]
and_two [lemma, in LogRel.LogicalRelation.Transitivity]
and10 [inductive, in LogRel.Utils]
and3 [inductive, in LogRel.Utils]
and4 [inductive, in LogRel.Utils]
and5 [inductive, in LogRel.Utils]
and6 [inductive, in LogRel.Utils]
and7 [inductive, in LogRel.Utils]
and8 [inductive, in LogRel.Utils]
and9 [inductive, in LogRel.Utils]
ap [definition, in LogRel.AutoSubst.unscoped]
apc [definition, in LogRel.AutoSubst.unscoped]
appcongTerm [lemma, in LogRel.LogicalRelation.Application]
appcongTerm' [lemma, in LogRel.LogicalRelation.Application]
appcongValid [lemma, in LogRel.Substitution.Introductions.Application]
Application [section, in LogRel.Substitution.Introductions.Application]
Application [section, in LogRel.LogicalRelation.Application]
Application [library]
Application [library]
Application.AppTerm [section, in LogRel.LogicalRelation.Application]
appSubst [constructor, in LogRel.UntypedReduction]
appTerm [lemma, in LogRel.LogicalRelation.Application]
appTerm' [lemma, in LogRel.LogicalRelation.Application]
appTerm0 [lemma, in LogRel.LogicalRelation.Application]
appValid [lemma, in LogRel.Substitution.Introductions.Application]
app_id [lemma, in LogRel.LogicalRelation.Application]
arr [abbreviation, in LogRel.AutoSubst.Extra]
arrRedCong [lemma, in LogRel.LogicalRelation.SimpleArr]
arrRedCong' [lemma, in LogRel.LogicalRelation.SimpleArr]
arrRedCong0 [lemma, in LogRel.LogicalRelation.SimpleArr]
ArrRedTy [lemma, in LogRel.LogicalRelation.SimpleArr]
ArrRedTy0 [lemma, in LogRel.LogicalRelation.SimpleArr]
arr_ren1 [lemma, in LogRel.AutoSubst.Extra]
Ast [library]
B
BasicAst [library]betaValid [lemma, in LogRel.Substitution.Introductions.Lambda]
Block [definition, in LogRel.Utils]
Bool [section, in LogRel.Substitution.Introductions.Bool]
Bool [library]
boolconvValid [lemma, in LogRel.Substitution.Introductions.Bool]
boolElim [definition, in LogRel.Substitution.Introductions.Bool]
boolElimCongValid [lemma, in LogRel.Substitution.Introductions.Bool]
boolElimFalse [constructor, in LogRel.UntypedReduction]
boolElimFalseValid [lemma, in LogRel.Substitution.Introductions.Bool]
boolElimRed [lemma, in LogRel.Substitution.Introductions.Bool]
boolElimRedAux [lemma, in LogRel.Substitution.Introductions.Bool]
boolElimRedAuxLeft [lemma, in LogRel.Substitution.Introductions.Bool]
boolElimRedAuxRight [lemma, in LogRel.Substitution.Introductions.Bool]
boolElimRedEq [lemma, in LogRel.Substitution.Introductions.Bool]
boolElimRedEqAux [lemma, in LogRel.Substitution.Introductions.Bool]
boolElimSubst [constructor, in LogRel.UntypedReduction]
boolElimTrue [constructor, in LogRel.UntypedReduction]
boolElimTrueValid [lemma, in LogRel.Substitution.Introductions.Bool]
boolElimValid [lemma, in LogRel.Substitution.Introductions.Bool]
BoolIrrelevanceLRPack [lemma, in LogRel.LogicalRelation.Irrelevance]
BoolIrrelevanceTm [lemma, in LogRel.LogicalRelation.Irrelevance]
BoolIrrelevanceTmEq [lemma, in LogRel.LogicalRelation.Irrelevance]
BoolIrrelevanceTyEq [lemma, in LogRel.LogicalRelation.Irrelevance]
BoolPos [constructor, in LogRel.NormalForms]
BoolPropEq_whnf [lemma, in LogRel.LogicalRelation]
BoolPropProperties [section, in LogRel.LogicalRelation]
BoolProp_whnf [lemma, in LogRel.LogicalRelation]
boolRed [lemma, in LogRel.Substitution.Introductions.Bool]
boolRedElimStmt [definition, in LogRel.Substitution.Introductions.Bool]
BoolRedTm [module, in LogRel.LogicalRelation]
BoolRedTmEq [module, in LogRel.LogicalRelation]
BoolRedTmEq.BoolPropEq [inductive, in LogRel.LogicalRelation]
BoolRedTmEq.BoolPropEq_mut_rect [definition, in LogRel.LogicalRelation]
BoolRedTmEq.BoolPropEq_sind [definition, in LogRel.LogicalRelation]
BoolRedTmEq.BoolPropEq_rec [definition, in LogRel.LogicalRelation]
BoolRedTmEq.BoolPropEq_ind [definition, in LogRel.LogicalRelation]
BoolRedTmEq.BoolPropEq_rect [definition, in LogRel.LogicalRelation]
BoolRedTmEq.BoolRedTmEq [inductive, in LogRel.LogicalRelation]
BoolRedTmEq.BoolRedTmEq [section, in LogRel.LogicalRelation]
BoolRedTmEq.BoolRedTmEq_mut_rect [definition, in LogRel.LogicalRelation]
BoolRedTmEq.BoolRedTmEq_sind [definition, in LogRel.LogicalRelation]
BoolRedTmEq.BoolRedTmEq_rec [definition, in LogRel.LogicalRelation]
BoolRedTmEq.BoolRedTmEq_ind [definition, in LogRel.LogicalRelation]
BoolRedTmEq.BoolRedTmEq_rect [definition, in LogRel.LogicalRelation]
BoolRedTmEq.Build_BoolRedTmEq [constructor, in LogRel.LogicalRelation]
BoolRedTmEq.falseReq [constructor, in LogRel.LogicalRelation]
BoolRedTmEq.neReq [constructor, in LogRel.LogicalRelation]
BoolRedTmEq.trueReq [constructor, in LogRel.LogicalRelation]
BoolRedTm.BoolProp [inductive, in LogRel.LogicalRelation]
BoolRedTm.BoolProp_mut_rect [definition, in LogRel.LogicalRelation]
BoolRedTm.BoolProp_sind [definition, in LogRel.LogicalRelation]
BoolRedTm.BoolProp_rec [definition, in LogRel.LogicalRelation]
BoolRedTm.BoolProp_ind [definition, in LogRel.LogicalRelation]
BoolRedTm.BoolProp_rect [definition, in LogRel.LogicalRelation]
BoolRedTm.BoolRedTm [inductive, in LogRel.LogicalRelation]
BoolRedTm.BoolRedTm [section, in LogRel.LogicalRelation]
BoolRedTm.BoolRedTm_mut_rect [definition, in LogRel.LogicalRelation]
BoolRedTm.BoolRedTm_sind [definition, in LogRel.LogicalRelation]
BoolRedTm.BoolRedTm_rec [definition, in LogRel.LogicalRelation]
BoolRedTm.BoolRedTm_ind [definition, in LogRel.LogicalRelation]
BoolRedTm.BoolRedTm_rect [definition, in LogRel.LogicalRelation]
BoolRedTm.Build_BoolRedTm [constructor, in LogRel.LogicalRelation]
BoolRedTm.falseR [constructor, in LogRel.LogicalRelation]
BoolRedTm.neR [constructor, in LogRel.LogicalRelation]
BoolRedTm.nf [definition, in LogRel.LogicalRelation]
BoolRedTm.red [definition, in LogRel.LogicalRelation]
BoolRedTm.trueR [constructor, in LogRel.LogicalRelation]
BoolRedTy [module, in LogRel.LogicalRelation]
BoolRedTyEq [module, in LogRel.LogicalRelation]
BoolRedTyEq.BoolRedTyEq [record, in LogRel.LogicalRelation]
BoolRedTyEq.red [projection, in LogRel.LogicalRelation]
BoolRedTy.BoolRedTy [record, in LogRel.LogicalRelation]
BoolRedTy.red [projection, in LogRel.LogicalRelation]
boolTermRed [lemma, in LogRel.Substitution.Introductions.Bool]
boolTermValid [lemma, in LogRel.Substitution.Introductions.Bool]
BoolType [constructor, in LogRel.NormalForms]
boolValid [lemma, in LogRel.Substitution.Introductions.Bool]
bool_to_term_ren [lemma, in LogRel.Weakening]
bool_to_term_subst [lemma, in LogRel.Substitution.Introductions.Bool]
bool_to_term [definition, in LogRel.LContexts]
Bool.BoolElimRed [section, in LogRel.Substitution.Introductions.Bool]
Bool.BoolElimRedEq [section, in LogRel.Substitution.Introductions.Bool]
Bool.BoolElimValid [section, in LogRel.Substitution.Introductions.Bool]
Boundaries [section, in LogRel.DeclarativeInstance]
boundary_red_ty_l [definition, in LogRel.DeclarativeInstance]
boundary_red_tm_l [definition, in LogRel.DeclarativeInstance]
boundary_red_l [definition, in LogRel.DeclarativeInstance]
boundary_ty_conv_ctx [definition, in LogRel.DeclarativeInstance]
boundary_tm_conv_ctx [definition, in LogRel.DeclarativeInstance]
boundary_ty_ctx [definition, in LogRel.DeclarativeInstance]
boundary_tm_ctx [definition, in LogRel.DeclarativeInstance]
boundary_ctx_tip [definition, in LogRel.DeclarativeInstance]
boundary_ctx_ctx [definition, in LogRel.DeclarativeInstance]
BRed [constructor, in LogRel.UntypedReduction]
C
can_tRefl [constructor, in LogRel.NormalForms]can_tId [constructor, in LogRel.NormalForms]
can_tPair [constructor, in LogRel.NormalForms]
can_tSig [constructor, in LogRel.NormalForms]
can_tFalse [constructor, in LogRel.NormalForms]
can_tTrue [constructor, in LogRel.NormalForms]
can_tBool [constructor, in LogRel.NormalForms]
can_tEmpty [constructor, in LogRel.NormalForms]
can_tSucc [constructor, in LogRel.NormalForms]
can_tZero [constructor, in LogRel.NormalForms]
can_tNat [constructor, in LogRel.NormalForms]
can_tLambda [constructor, in LogRel.NormalForms]
can_tProd [constructor, in LogRel.NormalForms]
can_tSort [constructor, in LogRel.NormalForms]
check [projection, in LogRel.Notations]
check [constructor, in LogRel.Notations]
Checking [record, in LogRel.Notations]
Checking [inductive, in LogRel.Notations]
class [inductive, in LogRel.Notations]
class_sind [definition, in LogRel.Notations]
class_rec [definition, in LogRel.Notations]
class_ind [definition, in LogRel.Notations]
class_rect [definition, in LogRel.Notations]
codSigValid [lemma, in LogRel.Substitution.Introductions.Sigma]
combine [lemma, in LogRel.LogicalRelation.ShapeView]
CombineNotations [module, in LogRel.AutoSubst.unscoped]
_ >> _ (fscope) [notation, in LogRel.AutoSubst.unscoped]
_ .: _ (subst_scope) [notation, in LogRel.AutoSubst.unscoped]
comp [abbreviation, in LogRel.AutoSubst.Extra]
complete [record, in LogRel.LogicalRelation.Neutral]
completeness [lemma, in LogRel.LogicalRelation.Neutral]
complete_Id [lemma, in LogRel.LogicalRelation.Neutral]
complete_Bool [lemma, in LogRel.LogicalRelation.Neutral]
complete_Empty [lemma, in LogRel.LogicalRelation.Neutral]
complete_Nat [lemma, in LogRel.LogicalRelation.Neutral]
complete_Sig [lemma, in LogRel.LogicalRelation.Neutral]
complete_Pi [lemma, in LogRel.LogicalRelation.Neutral]
complete_ne [lemma, in LogRel.LogicalRelation.Neutral]
complete_U [lemma, in LogRel.LogicalRelation.Neutral]
complete_var0 [lemma, in LogRel.LogicalRelation.Neutral]
complete_reflect_simpl [lemma, in LogRel.LogicalRelation.Neutral]
compred [lemma, in LogRel.LogicalRelation.SimpleArr]
compred_appTree [definition, in LogRel.LogicalRelation.SimpleArr]
concons [constructor, in LogRel.DeclarativeTyping]
connil [constructor, in LogRel.DeclarativeTyping]
consSubstS [lemma, in LogRel.Substitution.Properties]
consSubstSEq [lemma, in LogRel.Substitution.Properties]
consSubstSEqvalid [lemma, in LogRel.Substitution.Properties]
consSubstSEq' [lemma, in LogRel.Substitution.Properties]
consSubstSEq'' [lemma, in LogRel.Substitution.Introductions.Id]
consSubstSvalid [lemma, in LogRel.Substitution.Properties]
consSubstS' [lemma, in LogRel.Substitution.Introductions.Id]
consWkEq [lemma, in LogRel.Substitution.Introductions.Lambda]
consWkEq' [lemma, in LogRel.Substitution.Introductions.Lambda]
consWkSubstS [lemma, in LogRel.Substitution.Properties]
consWkSubstSEq' [lemma, in LogRel.Substitution.Properties]
containsnenattoterm [lemma, in LogRel.NormalForms]
containsnewhnf [lemma, in LogRel.NormalForms]
context [definition, in LogRel.Context]
Context [library]
conv [lemma, in LogRel.Substitution.Conversion]
ConvCtx [inductive, in LogRel.GenericTyping]
ConvCtx_sind [definition, in LogRel.GenericTyping]
ConvCtx_rec [definition, in LogRel.GenericTyping]
ConvCtx_ind [definition, in LogRel.GenericTyping]
ConvCtx_rect [definition, in LogRel.GenericTyping]
convCtx1 [lemma, in LogRel.Substitution.Conversion]
convCtx2 [lemma, in LogRel.Substitution.Conversion]
convCtx2' [lemma, in LogRel.Substitution.Conversion]
convEq [lemma, in LogRel.Substitution.Conversion]
convEqCtx1 [lemma, in LogRel.Substitution.Conversion]
Conversion [section, in LogRel.Substitution.Conversion]
Conversion [library]
convnedecl_conv [projection, in LogRel.DeclarativeTyping]
convnedecl_whne_r [projection, in LogRel.DeclarativeTyping]
convnedecl_whne_l [projection, in LogRel.DeclarativeTyping]
ConvNeu [record, in LogRel.Notations]
ConvNeu [inductive, in LogRel.Notations]
ConvNeuConv [record, in LogRel.Notations]
ConvNeuConv [inductive, in LogRel.Notations]
ConvNeuConvDecl [record, in LogRel.DeclarativeTyping]
ConvNeuProperties [record, in LogRel.GenericTyping]
ConvNeuRed [record, in LogRel.Notations]
ConvNeuRed [inductive, in LogRel.Notations]
convneu_over_tree [lemma, in LogRel.Monad]
convneu_simple_app [lemma, in LogRel.GenericTyping]
convneu_ϝ [projection, in LogRel.GenericTyping]
convneu_Ltrans [projection, in LogRel.GenericTyping]
convneu_IdElim [projection, in LogRel.GenericTyping]
convneu_snd [projection, in LogRel.GenericTyping]
convneu_fst [projection, in LogRel.GenericTyping]
convneu_alpha [projection, in LogRel.GenericTyping]
convneu_boolElim [projection, in LogRel.GenericTyping]
convneu_emptyElim [projection, in LogRel.GenericTyping]
convneu_natElim [projection, in LogRel.GenericTyping]
convneu_app [projection, in LogRel.GenericTyping]
convneu_var [projection, in LogRel.GenericTyping]
convneu_whne [projection, in LogRel.GenericTyping]
convneu_wk [projection, in LogRel.GenericTyping]
convneu_conv [projection, in LogRel.GenericTyping]
convneu_equiv [projection, in LogRel.GenericTyping]
convneu_app_ren [lemma, in LogRel.LogicalRelation.Neutral]
convne_meta_conv [lemma, in LogRel.GenericTyping]
convne_prop [projection, in LogRel.GenericTyping]
ConvSubst [inductive, in LogRel.GenericTyping]
convSubstCtx1 [lemma, in LogRel.Substitution.Conversion]
convSubstCtx2 [lemma, in LogRel.Substitution.Conversion]
convSubstCtx2' [lemma, in LogRel.Substitution.Conversion]
convSubstEqCtx1 [lemma, in LogRel.Substitution.Conversion]
convSubstEqCtx2 [lemma, in LogRel.Substitution.Conversion]
convSubstEqCtx2' [lemma, in LogRel.Substitution.Conversion]
ConvSubst_sind [definition, in LogRel.GenericTyping]
ConvSubst_rec [definition, in LogRel.GenericTyping]
ConvSubst_ind [definition, in LogRel.GenericTyping]
ConvSubst_rect [definition, in LogRel.GenericTyping]
convsym [lemma, in LogRel.Substitution.Conversion]
ConvTerm [record, in LogRel.Notations]
ConvTerm [inductive, in LogRel.Notations]
ConvTermDecl [inductive, in LogRel.DeclarativeTyping]
ConvTermDecl_trans [lemma, in LogRel.DeclarativeTyping]
ConvTermDecl_sind [definition, in LogRel.DeclarativeTyping]
ConvTermDecl_rec [definition, in LogRel.DeclarativeTyping]
ConvTermDecl_ind [definition, in LogRel.DeclarativeTyping]
ConvTermDecl_rect [definition, in LogRel.DeclarativeTyping]
ConvTermProperties [record, in LogRel.GenericTyping]
ConvTermRed [record, in LogRel.Notations]
ConvTermRed [inductive, in LogRel.Notations]
convtm_over_tree [lemma, in LogRel.Monad]
convtm_comp [lemma, in LogRel.GenericTyping]
convtm_comp_app [lemma, in LogRel.GenericTyping]
convtm_id [lemma, in LogRel.GenericTyping]
convtm_meta_conv [lemma, in LogRel.GenericTyping]
convtm_prop [projection, in LogRel.GenericTyping]
convtm_ϝ [projection, in LogRel.GenericTyping]
convtm_Ltrans [projection, in LogRel.GenericTyping]
convtm_refl [projection, in LogRel.GenericTyping]
convtm_Id [projection, in LogRel.GenericTyping]
convtm_alpha [projection, in LogRel.GenericTyping]
convtm_false [projection, in LogRel.GenericTyping]
convtm_true [projection, in LogRel.GenericTyping]
convtm_bool [projection, in LogRel.GenericTyping]
convtm_empty [projection, in LogRel.GenericTyping]
convtm_eta_sig [projection, in LogRel.GenericTyping]
convtm_succ [projection, in LogRel.GenericTyping]
convtm_zero [projection, in LogRel.GenericTyping]
convtm_nat [projection, in LogRel.GenericTyping]
convtm_eta [projection, in LogRel.GenericTyping]
convtm_sig [projection, in LogRel.GenericTyping]
convtm_prod [projection, in LogRel.GenericTyping]
convtm_convneu [projection, in LogRel.GenericTyping]
convtm_exp [projection, in LogRel.GenericTyping]
convtm_wk [projection, in LogRel.GenericTyping]
convtm_conv [projection, in LogRel.GenericTyping]
convtm_equiv [projection, in LogRel.GenericTyping]
ConvType [record, in LogRel.Notations]
ConvType [inductive, in LogRel.Notations]
ConvTypeDecl [inductive, in LogRel.DeclarativeTyping]
ConvTypeDecl_trans [lemma, in LogRel.DeclarativeTyping]
ConvTypeDecl_sind [definition, in LogRel.DeclarativeTyping]
ConvTypeDecl_rec [definition, in LogRel.DeclarativeTyping]
ConvTypeDecl_ind [definition, in LogRel.DeclarativeTyping]
ConvTypeDecl_rect [definition, in LogRel.DeclarativeTyping]
ConvTypeProperties [record, in LogRel.GenericTyping]
ConvTypeRed [record, in LogRel.Notations]
ConvTypeRed [inductive, in LogRel.Notations]
convty_over_tree [lemma, in LogRel.Monad]
convty_simple_arr [lemma, in LogRel.GenericTyping]
convty_prop [projection, in LogRel.GenericTyping]
convty_ϝ [projection, in LogRel.GenericTyping]
convty_Ltrans [projection, in LogRel.GenericTyping]
convty_Id [projection, in LogRel.GenericTyping]
convty_sig [projection, in LogRel.GenericTyping]
convty_prod [projection, in LogRel.GenericTyping]
convty_uni [projection, in LogRel.GenericTyping]
convty_exp [projection, in LogRel.GenericTyping]
convty_wk [projection, in LogRel.GenericTyping]
convty_equiv [projection, in LogRel.GenericTyping]
convty_term [projection, in LogRel.GenericTyping]
convUniv [constructor, in LogRel.DeclarativeTyping]
conv_ccons [constructor, in LogRel.GenericTyping]
conv_cempty [constructor, in LogRel.GenericTyping]
conv_scons [constructor, in LogRel.GenericTyping]
conv_sempty [constructor, in LogRel.GenericTyping]
conv_neu_conv [projection, in LogRel.Notations]
conv_neu_conv [constructor, in LogRel.Notations]
conv_neu_red [projection, in LogRel.Notations]
conv_neu_red [constructor, in LogRel.Notations]
conv_neu [projection, in LogRel.Notations]
conv_neu [constructor, in LogRel.Notations]
conv_term_red [projection, in LogRel.Notations]
conv_term_red [constructor, in LogRel.Notations]
conv_term [projection, in LogRel.Notations]
conv_term [constructor, in LogRel.Notations]
conv_type_red [projection, in LogRel.Notations]
conv_type_red [constructor, in LogRel.Notations]
conv_type [projection, in LogRel.Notations]
conv_type [constructor, in LogRel.Notations]
Core [module, in LogRel.AutoSubst.Ast]
core [library]
Core.compRenRen_term [definition, in LogRel.AutoSubst.Ast]
Core.compRenSubst_term [definition, in LogRel.AutoSubst.Ast]
Core.compSubstRen_term [definition, in LogRel.AutoSubst.Ast]
Core.compSubstSubst_term [definition, in LogRel.AutoSubst.Ast]
Core.congr_tIdElim [lemma, in LogRel.AutoSubst.Ast]
Core.congr_tRefl [lemma, in LogRel.AutoSubst.Ast]
Core.congr_tId [lemma, in LogRel.AutoSubst.Ast]
Core.congr_tSnd [lemma, in LogRel.AutoSubst.Ast]
Core.congr_tFst [lemma, in LogRel.AutoSubst.Ast]
Core.congr_tPair [lemma, in LogRel.AutoSubst.Ast]
Core.congr_tSig [lemma, in LogRel.AutoSubst.Ast]
Core.congr_tEmptyElim [lemma, in LogRel.AutoSubst.Ast]
Core.congr_tEmpty [lemma, in LogRel.AutoSubst.Ast]
Core.congr_tAlpha [lemma, in LogRel.AutoSubst.Ast]
Core.congr_tBoolElim [lemma, in LogRel.AutoSubst.Ast]
Core.congr_tFalse [lemma, in LogRel.AutoSubst.Ast]
Core.congr_tTrue [lemma, in LogRel.AutoSubst.Ast]
Core.congr_tBool [lemma, in LogRel.AutoSubst.Ast]
Core.congr_tNatElim [lemma, in LogRel.AutoSubst.Ast]
Core.congr_tSucc [lemma, in LogRel.AutoSubst.Ast]
Core.congr_tZero [lemma, in LogRel.AutoSubst.Ast]
Core.congr_tNat [lemma, in LogRel.AutoSubst.Ast]
Core.congr_tApp [lemma, in LogRel.AutoSubst.Ast]
Core.congr_tLambda [lemma, in LogRel.AutoSubst.Ast]
Core.congr_tProd [lemma, in LogRel.AutoSubst.Ast]
Core.congr_tSort [lemma, in LogRel.AutoSubst.Ast]
Core.extRen_term [definition, in LogRel.AutoSubst.Ast]
Core.ext_term [definition, in LogRel.AutoSubst.Ast]
Core.idSubst_term [definition, in LogRel.AutoSubst.Ast]
Core.instId'_term_pointwise [lemma, in LogRel.AutoSubst.Ast]
Core.instId'_term [lemma, in LogRel.AutoSubst.Ast]
Core.renRen_term [lemma, in LogRel.AutoSubst.Ast]
Core.renRen'_term_pointwise [lemma, in LogRel.AutoSubst.Ast]
Core.renSubst_term_pointwise [lemma, in LogRel.AutoSubst.Ast]
Core.renSubst_term [lemma, in LogRel.AutoSubst.Ast]
Core.ren_term_morphism2 [instance, in LogRel.AutoSubst.Ast]
Core.ren_term_morphism [instance, in LogRel.AutoSubst.Ast]
Core.Ren_term [instance, in LogRel.AutoSubst.Ast]
Core.ren_term [definition, in LogRel.AutoSubst.Ast]
Core.rinstId'_term_pointwise [lemma, in LogRel.AutoSubst.Ast]
Core.rinstId'_term [lemma, in LogRel.AutoSubst.Ast]
Core.rinstInst_up_term_term [lemma, in LogRel.AutoSubst.Ast]
Core.rinstInst'_term_pointwise [lemma, in LogRel.AutoSubst.Ast]
Core.rinstInst'_term [lemma, in LogRel.AutoSubst.Ast]
Core.rinst_inst_term [definition, in LogRel.AutoSubst.Ast]
Core.substRen_term_pointwise [lemma, in LogRel.AutoSubst.Ast]
Core.substRen_term [lemma, in LogRel.AutoSubst.Ast]
Core.substSubst_term_pointwise [lemma, in LogRel.AutoSubst.Ast]
Core.substSubst_term [lemma, in LogRel.AutoSubst.Ast]
Core.subst_term_morphism2 [instance, in LogRel.AutoSubst.Ast]
Core.subst_term_morphism [instance, in LogRel.AutoSubst.Ast]
Core.Subst_term [instance, in LogRel.AutoSubst.Ast]
Core.subst_term [definition, in LogRel.AutoSubst.Ast]
Core.tAlpha [constructor, in LogRel.AutoSubst.Ast]
Core.tApp [constructor, in LogRel.AutoSubst.Ast]
Core.tBool [constructor, in LogRel.AutoSubst.Ast]
Core.tBoolElim [constructor, in LogRel.AutoSubst.Ast]
Core.tEmpty [constructor, in LogRel.AutoSubst.Ast]
Core.tEmptyElim [constructor, in LogRel.AutoSubst.Ast]
Core.term [inductive, in LogRel.AutoSubst.Ast]
Core.term_sind [definition, in LogRel.AutoSubst.Ast]
Core.term_rec [definition, in LogRel.AutoSubst.Ast]
Core.term_ind [definition, in LogRel.AutoSubst.Ast]
Core.term_rect [definition, in LogRel.AutoSubst.Ast]
Core.tFalse [constructor, in LogRel.AutoSubst.Ast]
Core.tFst [constructor, in LogRel.AutoSubst.Ast]
Core.tId [constructor, in LogRel.AutoSubst.Ast]
Core.tIdElim [constructor, in LogRel.AutoSubst.Ast]
Core.tLambda [constructor, in LogRel.AutoSubst.Ast]
Core.tNat [constructor, in LogRel.AutoSubst.Ast]
Core.tNatElim [constructor, in LogRel.AutoSubst.Ast]
Core.tPair [constructor, in LogRel.AutoSubst.Ast]
Core.tProd [constructor, in LogRel.AutoSubst.Ast]
Core.tRefl [constructor, in LogRel.AutoSubst.Ast]
Core.tRel [constructor, in LogRel.AutoSubst.Ast]
Core.tSig [constructor, in LogRel.AutoSubst.Ast]
Core.tSnd [constructor, in LogRel.AutoSubst.Ast]
Core.tSort [constructor, in LogRel.AutoSubst.Ast]
Core.tSucc [constructor, in LogRel.AutoSubst.Ast]
Core.tSucc_inj [lemma, in LogRel.AutoSubst.Ast]
Core.tTrue [constructor, in LogRel.AutoSubst.Ast]
Core.tZero [constructor, in LogRel.AutoSubst.Ast]
Core.upExtRen_term_term [lemma, in LogRel.AutoSubst.Ast]
Core.upExt_term_term [lemma, in LogRel.AutoSubst.Ast]
Core.upId_term_term [lemma, in LogRel.AutoSubst.Ast]
Core.upRen_term_term [lemma, in LogRel.AutoSubst.Ast]
Core.Up_term_term [instance, in LogRel.AutoSubst.Ast]
Core.up_term [projection, in LogRel.AutoSubst.Ast]
Core.Up_term [record, in LogRel.AutoSubst.Ast]
Core.up_term [constructor, in LogRel.AutoSubst.Ast]
Core.Up_term [inductive, in LogRel.AutoSubst.Ast]
Core.up_subst_subst_term_term [lemma, in LogRel.AutoSubst.Ast]
Core.up_subst_ren_term_term [lemma, in LogRel.AutoSubst.Ast]
Core.up_ren_subst_term_term [lemma, in LogRel.AutoSubst.Ast]
Core.up_ren_ren_term_term [lemma, in LogRel.AutoSubst.Ast]
Core.up_term_term [lemma, in LogRel.AutoSubst.Ast]
Core.VarInstance_term [instance, in LogRel.AutoSubst.Ast]
Core.varLRen'_term_pointwise [lemma, in LogRel.AutoSubst.Ast]
Core.varLRen'_term [lemma, in LogRel.AutoSubst.Ast]
Core.varL'_term_pointwise [lemma, in LogRel.AutoSubst.Ast]
Core.varL'_term [lemma, in LogRel.AutoSubst.Ast]
[ _ ] (fscope) [notation, in LogRel.AutoSubst.Ast]
⟨ _ ⟩ (fscope) [notation, in LogRel.AutoSubst.Ast]
_ __term (subst_scope) [notation, in LogRel.AutoSubst.Ast]
_ __term (subst_scope) [notation, in LogRel.AutoSubst.Ast]
var (subst_scope) [notation, in LogRel.AutoSubst.Ast]
_ ⟨ _ ⟩ (subst_scope) [notation, in LogRel.AutoSubst.Ast]
↑__term (subst_scope) [notation, in LogRel.AutoSubst.Ast]
↑__term (subst_scope) [notation, in LogRel.AutoSubst.Ast]
_ [ _ ] (subst_scope) [notation, in LogRel.AutoSubst.Ast]
credalg_wk [lemma, in LogRel.UntypedReduction]
D
decidInLCon [definition, in LogRel.LContexts]decidInLCon_notinLCon [lemma, in LogRel.LContexts]
decidInLCon_false [lemma, in LogRel.LContexts]
decidInLCon_true [lemma, in LogRel.LContexts]
DeclarativeInstance [library]
DeclarativeTyping [library]
DeclarativeTypingData [module, in LogRel.DeclarativeTyping]
DeclarativeTypingData.ConvNeuConv_Decl [instance, in LogRel.DeclarativeTyping]
DeclarativeTypingData.ConvTerm_Decl [instance, in LogRel.DeclarativeTyping]
DeclarativeTypingData.ConvType_Decl [instance, in LogRel.DeclarativeTyping]
DeclarativeTypingData.de [definition, in LogRel.DeclarativeTyping]
DeclarativeTypingData.InferringRed_Decl [instance, in LogRel.DeclarativeTyping]
DeclarativeTypingData.Inferring_Decl [instance, in LogRel.DeclarativeTyping]
DeclarativeTypingData.RedTerm_Decl [instance, in LogRel.DeclarativeTyping]
DeclarativeTypingData.RedType_Decl [instance, in LogRel.DeclarativeTyping]
DeclarativeTypingData.Typing_Decl [instance, in LogRel.DeclarativeTyping]
DeclarativeTypingData.WfContext_Decl [instance, in LogRel.DeclarativeTyping]
DeclarativeTypingData.WfType_Decl [instance, in LogRel.DeclarativeTyping]
DeclarativeTypingProperties [module, in LogRel.DeclarativeInstance]
DeclarativeTypingProperties.ConvNeuDeclProperties [instance, in LogRel.DeclarativeInstance]
DeclarativeTypingProperties.ConvTermDeclProperties [instance, in LogRel.DeclarativeInstance]
DeclarativeTypingProperties.ConvTypeDeclProperties [instance, in LogRel.DeclarativeInstance]
DeclarativeTypingProperties.DeclarativeTypingProperties [instance, in LogRel.DeclarativeInstance]
DeclarativeTypingProperties.RedTermDeclProperties [instance, in LogRel.DeclarativeInstance]
DeclarativeTypingProperties.RedTypeDeclProperties [instance, in LogRel.DeclarativeInstance]
DeclarativeTypingProperties.TypingDeclProperties [instance, in LogRel.DeclarativeInstance]
DeclarativeTypingProperties.WfCtxDeclProperties [instance, in LogRel.DeclarativeInstance]
DeclarativeTypingProperties.WfTypeDeclProperties [instance, in LogRel.DeclarativeInstance]
Definitions [section, in LogRel.DeclarativeTyping]
[ _ |- _ ⤳* _ ∈ _ ]< _ > [notation, in LogRel.DeclarativeTyping]
[ _ |- _ ≅ _ : _ ]< _ > [notation, in LogRel.DeclarativeTyping]
[ _ |- _ ≅ _ ]< _ > [notation, in LogRel.DeclarativeTyping]
[ _ |- _ : _ ]< _ > [notation, in LogRel.DeclarativeTyping]
[ _ |- _ ]< _ > [notation, in LogRel.DeclarativeTyping]
[ |- _ ]< _ > [notation, in LogRel.DeclarativeTyping]
domSigValid [lemma, in LogRel.Substitution.Introductions.Sigma]
dPred_le_down [definition, in LogRel.Monad]
dPred_le_step [definition, in LogRel.Monad]
dsplit_to_over_tree [lemma, in LogRel.Monad]
DTree [inductive, in LogRel.Monad]
DTree_bind_DTree_path [lemma, in LogRel.Monad]
DTree_leftmost_over [lemma, in LogRel.Monad]
DTree_leftmost [definition, in LogRel.Monad]
DTree_path_inf [lemma, in LogRel.Monad]
DTree_path_over [definition, in LogRel.Monad]
DTree_path_le [lemma, in LogRel.Monad]
DTree_path [definition, in LogRel.Monad]
DTree_bind_over_over [lemma, in LogRel.Monad]
DTree_bind_over [definition, in LogRel.Monad]
DTree_fusion [definition, in LogRel.Monad]
DTree_Ltrans_up [definition, in LogRel.Monad]
DTree_Ltrans_down [definition, in LogRel.Monad]
DTree_bind [definition, in LogRel.Monad]
DTree_sind [definition, in LogRel.Monad]
DTree_rec [definition, in LogRel.Monad]
DTree_ind [definition, in LogRel.Monad]
DTree_rect [definition, in LogRel.Monad]
E
elim [definition, in LogRel.LogicalRelation]elimSuccHypTy [definition, in LogRel.AutoSubst.Extra]
elimSuccHypTyCongValid [lemma, in LogRel.Substitution.Introductions.Nat]
elimSuccHypTyValid [lemma, in LogRel.Substitution.Introductions.Nat]
elimSuccHypTy_subst [lemma, in LogRel.Substitution.Introductions.Nat]
embValidTy [lemma, in LogRel.Substitution.Properties]
embValidTyOne [lemma, in LogRel.Substitution.Properties]
Empty [section, in LogRel.Substitution.Introductions.Empty]
Empty [library]
emptyconvValid [lemma, in LogRel.Substitution.Introductions.Empty]
emptyElim [definition, in LogRel.Substitution.Introductions.Empty]
emptyElimCongValid [lemma, in LogRel.Substitution.Introductions.Empty]
emptyElimRed [lemma, in LogRel.Substitution.Introductions.Empty]
emptyElimRedAux [lemma, in LogRel.Substitution.Introductions.Empty]
emptyElimRedAuxLeft [lemma, in LogRel.Substitution.Introductions.Empty]
emptyElimRedAuxRight [lemma, in LogRel.Substitution.Introductions.Empty]
emptyElimRedEq [lemma, in LogRel.Substitution.Introductions.Empty]
emptyElimRedEqAux [lemma, in LogRel.Substitution.Introductions.Empty]
emptyElimSubst [constructor, in LogRel.UntypedReduction]
emptyElimValid [lemma, in LogRel.Substitution.Introductions.Empty]
emptyEqSubst [definition, in LogRel.Validity]
EmptyIrrelevanceLRPack [lemma, in LogRel.LogicalRelation.Irrelevance]
EmptyIrrelevanceTm [lemma, in LogRel.LogicalRelation.Irrelevance]
EmptyIrrelevanceTmEq [lemma, in LogRel.LogicalRelation.Irrelevance]
EmptyIrrelevanceTyEq [lemma, in LogRel.LogicalRelation.Irrelevance]
EmptyPos [constructor, in LogRel.NormalForms]
EmptyPropEq_whnf [lemma, in LogRel.LogicalRelation]
EmptyPropProperties [section, in LogRel.LogicalRelation]
EmptyProp_whnf [lemma, in LogRel.LogicalRelation]
emptyRed [lemma, in LogRel.Substitution.Introductions.Empty]
emptyRedElimStmt [definition, in LogRel.Substitution.Introductions.Empty]
EmptyRedEqInduction [lemma, in LogRel.LogicalRelation]
EmptyRedInduction [lemma, in LogRel.LogicalRelation]
EmptyRedTm [module, in LogRel.LogicalRelation]
EmptyRedTmEq [module, in LogRel.LogicalRelation]
EmptyRedTmEq.Build_EmptyRedTmEq [constructor, in LogRel.LogicalRelation]
EmptyRedTmEq.EmptyPropEq [inductive, in LogRel.LogicalRelation]
EmptyRedTmEq.EmptyPropEq_sind [definition, in LogRel.LogicalRelation]
EmptyRedTmEq.EmptyPropEq_rec [definition, in LogRel.LogicalRelation]
EmptyRedTmEq.EmptyPropEq_ind [definition, in LogRel.LogicalRelation]
EmptyRedTmEq.EmptyPropEq_rect [definition, in LogRel.LogicalRelation]
EmptyRedTmEq.EmptyRedTmEq [inductive, in LogRel.LogicalRelation]
EmptyRedTmEq.EmptyRedTmEq [section, in LogRel.LogicalRelation]
EmptyRedTmEq.EmptyRedTmEq_sind [definition, in LogRel.LogicalRelation]
EmptyRedTmEq.EmptyRedTmEq_rec [definition, in LogRel.LogicalRelation]
EmptyRedTmEq.EmptyRedTmEq_ind [definition, in LogRel.LogicalRelation]
EmptyRedTmEq.EmptyRedTmEq_rect [definition, in LogRel.LogicalRelation]
EmptyRedTmEq.neReq [constructor, in LogRel.LogicalRelation]
EmptyRedTm.Build_EmptyRedTm [constructor, in LogRel.LogicalRelation]
EmptyRedTm.EmptyProp [inductive, in LogRel.LogicalRelation]
EmptyRedTm.EmptyProp_sind [definition, in LogRel.LogicalRelation]
EmptyRedTm.EmptyProp_rec [definition, in LogRel.LogicalRelation]
EmptyRedTm.EmptyProp_ind [definition, in LogRel.LogicalRelation]
EmptyRedTm.EmptyProp_rect [definition, in LogRel.LogicalRelation]
EmptyRedTm.EmptyRedTm [inductive, in LogRel.LogicalRelation]
EmptyRedTm.EmptyRedTm [section, in LogRel.LogicalRelation]
EmptyRedTm.EmptyRedTm_sind [definition, in LogRel.LogicalRelation]
EmptyRedTm.EmptyRedTm_rec [definition, in LogRel.LogicalRelation]
EmptyRedTm.EmptyRedTm_ind [definition, in LogRel.LogicalRelation]
EmptyRedTm.EmptyRedTm_rect [definition, in LogRel.LogicalRelation]
EmptyRedTm.neR [constructor, in LogRel.LogicalRelation]
EmptyRedTm.nf [definition, in LogRel.LogicalRelation]
EmptyRedTm.red [definition, in LogRel.LogicalRelation]
EmptyRedTy [module, in LogRel.LogicalRelation]
EmptyRedTyEq [module, in LogRel.LogicalRelation]
EmptyRedTyEq.EmptyRedTyEq [record, in LogRel.LogicalRelation]
EmptyRedTyEq.red [projection, in LogRel.LogicalRelation]
EmptyRedTy.EmptyRedTy [record, in LogRel.LogicalRelation]
EmptyRedTy.red [projection, in LogRel.LogicalRelation]
emptyTermRed [lemma, in LogRel.Substitution.Introductions.Empty]
emptyTermValid [lemma, in LogRel.Substitution.Introductions.Empty]
EmptyType [constructor, in LogRel.NormalForms]
emptyValid [lemma, in LogRel.Substitution.Introductions.Empty]
emptyValidSubst [definition, in LogRel.Validity]
emptyVPack [definition, in LogRel.Validity]
Empty.EmptyElimRed [section, in LogRel.Substitution.Introductions.Empty]
Empty.EmptyElimRedEq [section, in LogRel.Substitution.Introductions.Empty]
Empty.EmptyElimValid [section, in LogRel.Substitution.Introductions.Empty]
EqLogtoW [definition, in LogRel.LogicalRelation.Monotonicity]
EqLogtoW' [definition, in LogRel.LogicalRelation.Monotonicity]
EqSplit [lemma, in LogRel.LogicalRelation.Split]
EqSplit' [lemma, in LogRel.LogicalRelation.Split]
eqsubst_Ltrans' [lemma, in LogRel.Substitution.Monotonicity]
eqsubst_Ltrans [lemma, in LogRel.Substitution.Monotonicity]
eqTy_red_whnf [lemma, in LogRel.LogicalRelation.ShapeView]
equivLRPack [definition, in LogRel.LogicalRelation.Irrelevance]
equivPolyRed [record, in LogRel.LogicalRelation.Irrelevance]
equivPolyRedSym [lemma, in LogRel.LogicalRelation.Irrelevance]
eqvPos [projection, in LogRel.LogicalRelation.Irrelevance]
eqvShp [projection, in LogRel.LogicalRelation.Irrelevance]
eqvTree [projection, in LogRel.LogicalRelation.Irrelevance]
eq_subst_2 [lemma, in LogRel.Substitution.Introductions.Poly]
eq_subst_1 [lemma, in LogRel.Substitution.Introductions.Poly]
Eq_Ltrans' [lemma, in LogRel.LogicalRelation.Monotonicity]
Eq_Ltrans [lemma, in LogRel.LogicalRelation.Monotonicity]
escape [lemma, in LogRel.LogicalRelation.Escape]
Escape [section, in LogRel.Substitution.Escape]
Escape [library]
Escape [library]
escapeConv [lemma, in LogRel.LogicalRelation.Escape]
escapeEq [lemma, in LogRel.LogicalRelation.Escape]
escapeEq [lemma, in LogRel.Substitution.Escape]
escapeEqTerm [definition, in LogRel.LogicalRelation.Escape]
Escapes [section, in LogRel.LogicalRelation.Escape]
escapeTerm [definition, in LogRel.LogicalRelation.Escape]
escapeTm [lemma, in LogRel.Substitution.Escape]
escapeTmEq [lemma, in LogRel.Substitution.Escape]
escapeTy [lemma, in LogRel.Substitution.Escape]
etaeqValid [lemma, in LogRel.Substitution.Introductions.Lambda]
EvenMoreDefs [section, in LogRel.LogicalRelation]
existT [constructor, in LogRel.Utils]
Extra [module, in LogRel.AutoSubst.Ast]
Extra [library]
F
FalseBool [constructor, in LogRel.NormalForms]falseRed [lemma, in LogRel.Substitution.Introductions.Bool]
falseRedEq [lemma, in LogRel.Substitution.Introductions.Bool]
falseValid [lemma, in LogRel.Substitution.Introductions.Bool]
fst [definition, in LogRel.Utils]
fstCongValid [lemma, in LogRel.Substitution.Introductions.Sigma]
fstPair [constructor, in LogRel.UntypedReduction]
fstRed [lemma, in LogRel.Substitution.Introductions.Sigma]
fstRedEq [lemma, in LogRel.Substitution.Introductions.Sigma]
fstSubst [constructor, in LogRel.UntypedReduction]
fstValid [lemma, in LogRel.Substitution.Introductions.Sigma]
funcomp [definition, in LogRel.AutoSubst.core]
funcomp_morphism2 [instance, in LogRel.AutoSubst.core]
funcomp_morphism [instance, in LogRel.AutoSubst.core]
funcomp_assoc [lemma, in LogRel.AutoSubst.core]
Fundamental [lemma, in LogRel.Fundamental]
Fundamental [section, in LogRel.Fundamental]
Fundamental [library]
Fundamental_subst_conv [lemma, in LogRel.Fundamental]
Fundamental_subst [lemma, in LogRel.Fundamental]
FundCon [definition, in LogRel.Fundamental]
FundConCons [lemma, in LogRel.Fundamental]
FundConNil [lemma, in LogRel.Fundamental]
FundSubst [module, in LogRel.Fundamental]
FundSubstConv [module, in LogRel.Fundamental]
FundSubstConv.FundSubstConv [record, in LogRel.Fundamental]
FundSubstConv.Veq [projection, in LogRel.Fundamental]
FundSubstConv.VΔ [projection, in LogRel.Fundamental]
FundSubstConv.Vσ [projection, in LogRel.Fundamental]
FundSubstConv.Vσ' [projection, in LogRel.Fundamental]
FundSubst.FundSubst [record, in LogRel.Fundamental]
FundSubst.VΔ [projection, in LogRel.Fundamental]
FundSubst.Vσ [projection, in LogRel.Fundamental]
FundTm [module, in LogRel.Fundamental]
FundTmAlpha [lemma, in LogRel.Fundamental]
FundTmApp [lemma, in LogRel.Fundamental]
FundTmBool [lemma, in LogRel.Fundamental]
FundTmBoolElim [lemma, in LogRel.Fundamental]
FundTmConv [lemma, in LogRel.Fundamental]
FundTmEmpty [lemma, in LogRel.Fundamental]
FundTmEmptyElim [lemma, in LogRel.Fundamental]
FundTmEq [module, in LogRel.Fundamental]
FundTmEqAlpha [lemma, in LogRel.Fundamental]
FundTmEqAlphaCong [lemma, in LogRel.Fundamental]
FundTmEqAppCong [lemma, in LogRel.Fundamental]
FundTmEqBoolElimCong [lemma, in LogRel.Fundamental]
FundTmEqBoolElimFalse [lemma, in LogRel.Fundamental]
FundTmEqBoolElimTrue [lemma, in LogRel.Fundamental]
FundTmEqBRed [lemma, in LogRel.Fundamental]
FundTmEqConv [lemma, in LogRel.Fundamental]
FundTmEqEmptyElimCong [lemma, in LogRel.Fundamental]
FundTmEqFstBeta [lemma, in LogRel.Fundamental]
FundTmEqFstCong [lemma, in LogRel.Fundamental]
FundTmEqFunEta [lemma, in LogRel.Fundamental]
FundTmEqFunExt [lemma, in LogRel.Fundamental]
FundTmEqIdCong [lemma, in LogRel.Fundamental]
FundTmEqIdElimCong [lemma, in LogRel.Fundamental]
FundTmEqIdElimRefl [lemma, in LogRel.Fundamental]
FundTmEqLambdaCong [lemma, in LogRel.Fundamental]
FundTmEqNatElimCong [lemma, in LogRel.Fundamental]
FundTmEqNatElimSucc [lemma, in LogRel.Fundamental]
FundTmEqNatElimZero [lemma, in LogRel.Fundamental]
FundTmEqPairCong [lemma, in LogRel.Fundamental]
FundTmEqPiCong [lemma, in LogRel.Fundamental]
FundTmEqRefl [lemma, in LogRel.Fundamental]
FundTmEqReflCong [lemma, in LogRel.Fundamental]
FundTmEqSigCong [lemma, in LogRel.Fundamental]
FundTmEqSigEta [lemma, in LogRel.Fundamental]
FundTmEqSndBeta [lemma, in LogRel.Fundamental]
FundTmEqSndCong [lemma, in LogRel.Fundamental]
FundTmEqSplit [lemma, in LogRel.Fundamental]
FundTmEqSuccCong [lemma, in LogRel.Fundamental]
FundTmEqSym [lemma, in LogRel.Fundamental]
FundTmEqTrans [lemma, in LogRel.Fundamental]
FundTmEq.FundTmEq [record, in LogRel.Fundamental]
FundTmEq.VA [projection, in LogRel.Fundamental]
FundTmEq.Vt [projection, in LogRel.Fundamental]
FundTmEq.Vtu [projection, in LogRel.Fundamental]
FundTmEq.Vu [projection, in LogRel.Fundamental]
FundTmEq.VΓ [projection, in LogRel.Fundamental]
FundTmFalse [lemma, in LogRel.Fundamental]
FundTmFst [lemma, in LogRel.Fundamental]
FundTmId [lemma, in LogRel.Fundamental]
FundTmIdElim [lemma, in LogRel.Fundamental]
FundTmLambda [lemma, in LogRel.Fundamental]
FundTmNat [lemma, in LogRel.Fundamental]
FundTmNatElim [lemma, in LogRel.Fundamental]
FundTmPair [lemma, in LogRel.Fundamental]
FundTmProd [lemma, in LogRel.Fundamental]
FundTmRefl [lemma, in LogRel.Fundamental]
FundTmSig [lemma, in LogRel.Fundamental]
FundTmSnd [lemma, in LogRel.Fundamental]
FundTmSplit [lemma, in LogRel.Fundamental]
FundTmSucc [lemma, in LogRel.Fundamental]
FundTmTrue [lemma, in LogRel.Fundamental]
FundTmVar [lemma, in LogRel.Fundamental]
FundTmZero [lemma, in LogRel.Fundamental]
FundTm.FundTm [record, in LogRel.Fundamental]
FundTm.VA [projection, in LogRel.Fundamental]
FundTm.Vt [projection, in LogRel.Fundamental]
FundTm.VΓ [projection, in LogRel.Fundamental]
FundTy [module, in LogRel.Fundamental]
FundTyBool [lemma, in LogRel.Fundamental]
FundTyEmpty [lemma, in LogRel.Fundamental]
FundTyEq [module, in LogRel.Fundamental]
FundTyEqId [lemma, in LogRel.Fundamental]
FundTyEqPiCong [lemma, in LogRel.Fundamental]
FundTyEqRefl [lemma, in LogRel.Fundamental]
FundTyEqSigCong [lemma, in LogRel.Fundamental]
FundTyEqSplit [lemma, in LogRel.Fundamental]
FundTyEqSym [lemma, in LogRel.Fundamental]
FundTyEqTrans [lemma, in LogRel.Fundamental]
FundTyEqUniv [lemma, in LogRel.Fundamental]
FundTyEq.FundTyEq [record, in LogRel.Fundamental]
FundTyEq.VA [projection, in LogRel.Fundamental]
FundTyEq.VAB [projection, in LogRel.Fundamental]
FundTyEq.VB [projection, in LogRel.Fundamental]
FundTyEq.VΓ [projection, in LogRel.Fundamental]
FundTyId [lemma, in LogRel.Fundamental]
FundTyNat [lemma, in LogRel.Fundamental]
FundTyPi [lemma, in LogRel.Fundamental]
FundTySig [lemma, in LogRel.Fundamental]
FundTySplit [lemma, in LogRel.Fundamental]
FundTyU [lemma, in LogRel.Fundamental]
FundTyUniv [lemma, in LogRel.Fundamental]
FundTy.FundTy [record, in LogRel.Fundamental]
FundTy.VA [projection, in LogRel.Fundamental]
FundTy.VΓ [projection, in LogRel.Fundamental]
G
GenericConsequences [section, in LogRel.GenericTyping]GenericTyping [section, in LogRel.GenericTyping]
GenericTyping [library]
GenericTypingProperties [record, in LogRel.GenericTyping]
I
Id [section, in LogRel.Substitution.Introductions.Id]id [definition, in LogRel.AutoSubst.unscoped]
Id [library]
Id [library]
IdCongRed [lemma, in LogRel.LogicalRelation.Id]
IdCongRedU [lemma, in LogRel.LogicalRelation.Id]
IdCongValid [lemma, in LogRel.Substitution.Introductions.Id]
idElimCongRed [lemma, in LogRel.LogicalRelation.Id]
IdElimCongValid [lemma, in LogRel.Substitution.Introductions.Id]
idElimMotiveCtxIdCongValid [lemma, in LogRel.Substitution.Introductions.Id]
idElimMotiveCtxIdValid [lemma, in LogRel.Substitution.Introductions.Id]
idElimMotiveScons2Valid [lemma, in LogRel.Substitution.Introductions.Id]
idElimMotive_Idsubst_eq [lemma, in LogRel.Substitution.Introductions.Id]
idElimProp [definition, in LogRel.LogicalRelation.Id]
idElimPropCongRed [lemma, in LogRel.LogicalRelation.Id]
idElimPropIrr [lemma, in LogRel.LogicalRelation.Id]
idElimPropRed [lemma, in LogRel.LogicalRelation.Id]
idElimRed [lemma, in LogRel.LogicalRelation.Id]
idElimRefl [constructor, in LogRel.UntypedReduction]
IdElimReflValid [lemma, in LogRel.Substitution.Introductions.Id]
idElimSubst [constructor, in LogRel.UntypedReduction]
IdElimValid [lemma, in LogRel.Substitution.Introductions.Id]
IdIrrelevanceLRPack [lemma, in LogRel.LogicalRelation.Irrelevance]
IdIrrelevanceProp [lemma, in LogRel.LogicalRelation.Irrelevance]
IdIrrelevancePropEq [lemma, in LogRel.LogicalRelation.Irrelevance]
IdIrrelevanceTm [lemma, in LogRel.LogicalRelation.Irrelevance]
IdIrrelevanceTmEq [lemma, in LogRel.LogicalRelation.Irrelevance]
IdIrrelevanceTyEq [lemma, in LogRel.LogicalRelation.Irrelevance]
IdPos [constructor, in LogRel.NormalForms]
IdPropEq_whnf [lemma, in LogRel.LogicalRelation.Transitivity]
IdProp_whnf [lemma, in LogRel.LogicalRelation.Reduction]
IdProp_refl_inv [lemma, in LogRel.LogicalRelation.Id]
idred [lemma, in LogRel.LogicalRelation.SimpleArr]
IdRed [lemma, in LogRel.LogicalRelation.Id]
IdRed [section, in LogRel.LogicalRelation.Id]
IdRedTm [module, in LogRel.LogicalRelation]
IdRedTmEq [module, in LogRel.LogicalRelation]
IdRedTmEq.eq [projection, in LogRel.LogicalRelation]
IdRedTmEq.IdPropEq [inductive, in LogRel.LogicalRelation]
IdRedTmEq.IdPropEq_sind [definition, in LogRel.LogicalRelation]
IdRedTmEq.IdPropEq_rec [definition, in LogRel.LogicalRelation]
IdRedTmEq.IdPropEq_ind [definition, in LogRel.LogicalRelation]
IdRedTmEq.IdPropEq_rect [definition, in LogRel.LogicalRelation]
IdRedTmEq.IdRedTmEq [record, in LogRel.LogicalRelation]
IdRedTmEq.IdRedTmEq [section, in LogRel.LogicalRelation]
IdRedTmEq.neReq [constructor, in LogRel.LogicalRelation]
IdRedTmEq.nfL [projection, in LogRel.LogicalRelation]
IdRedTmEq.nfR [projection, in LogRel.LogicalRelation]
IdRedTmEq.prop [projection, in LogRel.LogicalRelation]
IdRedTmEq.redL [projection, in LogRel.LogicalRelation]
IdRedTmEq.redR [projection, in LogRel.LogicalRelation]
IdRedTmEq.reflReq [constructor, in LogRel.LogicalRelation]
IdRedTm_whnf_prop [lemma, in LogRel.LogicalRelation.Id]
IdRedTm.eq [projection, in LogRel.LogicalRelation]
IdRedTm.IdProp [inductive, in LogRel.LogicalRelation]
IdRedTm.IdProp_sind [definition, in LogRel.LogicalRelation]
IdRedTm.IdProp_rec [definition, in LogRel.LogicalRelation]
IdRedTm.IdProp_ind [definition, in LogRel.LogicalRelation]
IdRedTm.IdProp_rect [definition, in LogRel.LogicalRelation]
IdRedTm.IdRedTm [record, in LogRel.LogicalRelation]
IdRedTm.IdRedTm [section, in LogRel.LogicalRelation]
IdRedTm.neR [constructor, in LogRel.LogicalRelation]
IdRedTm.nf [projection, in LogRel.LogicalRelation]
IdRedTm.prop [projection, in LogRel.LogicalRelation]
IdRedTm.red [projection, in LogRel.LogicalRelation]
IdRedTm.reflR [constructor, in LogRel.LogicalRelation]
IdRedTy [module, in LogRel.LogicalRelation]
IdRedTyEq [module, in LogRel.LogicalRelation]
IdRedTyEq.eq [projection, in LogRel.LogicalRelation]
IdRedTyEq.IdRedTyEq [record, in LogRel.LogicalRelation]
IdRedTyEq.lhs [projection, in LogRel.LogicalRelation]
IdRedTyEq.lhsRed [projection, in LogRel.LogicalRelation]
IdRedTyEq.outTy [projection, in LogRel.LogicalRelation]
IdRedTyEq.red [projection, in LogRel.LogicalRelation]
IdRedTyEq.rhs [projection, in LogRel.LogicalRelation]
IdRedTyEq.rhsRed [projection, in LogRel.LogicalRelation]
IdRedTyEq.ty [projection, in LogRel.LogicalRelation]
IdRedTyEq.tyRed [projection, in LogRel.LogicalRelation]
IdRedTyEq.tyRed0 [projection, in LogRel.LogicalRelation]
IdRedTyPack [module, in LogRel.LogicalRelation]
IdRedTyPack.eq [projection, in LogRel.LogicalRelation]
IdRedTyPack.IdRedTyAdequate [record, in LogRel.LogicalRelation]
IdRedTyPack.IdRedTyPack [record, in LogRel.LogicalRelation]
IdRedTyPack.lhs [projection, in LogRel.LogicalRelation]
IdRedTyPack.lhsRed [projection, in LogRel.LogicalRelation]
IdRedTyPack.lhsRedRefl [projection, in LogRel.LogicalRelation]
IdRedTyPack.outTy [projection, in LogRel.LogicalRelation]
IdRedTyPack.red [projection, in LogRel.LogicalRelation]
IdRedTyPack.rhs [projection, in LogRel.LogicalRelation]
IdRedTyPack.rhsRed [projection, in LogRel.LogicalRelation]
IdRedTyPack.rhsRedRefl [projection, in LogRel.LogicalRelation]
IdRedTyPack.ty [projection, in LogRel.LogicalRelation]
IdRedTyPack.tyAd [projection, in LogRel.LogicalRelation]
IdRedTyPack.tyKripke [projection, in LogRel.LogicalRelation]
IdRedTyPack.tyKripkeAd [projection, in LogRel.LogicalRelation]
IdRedTyPack.tyKripkeEq [projection, in LogRel.LogicalRelation]
IdRedTyPack.tyKripkeTm [projection, in LogRel.LogicalRelation]
IdRedTyPack.tyKripkeTmEq [projection, in LogRel.LogicalRelation]
IdRedTyPack.tyPER [projection, in LogRel.LogicalRelation]
IdRedTyPack.tyRed [projection, in LogRel.LogicalRelation]
IdRedTy_inv [lemma, in LogRel.LogicalRelation.Id]
IdRedTy.beta_ad [lemma, in LogRel.LogicalRelation]
IdRedTy.beta_pack [lemma, in LogRel.LogicalRelation]
IdRedTy.eq [projection, in LogRel.LogicalRelation]
IdRedTy.eta [lemma, in LogRel.LogicalRelation]
IdRedTy.from [definition, in LogRel.LogicalRelation]
IdRedTy.IdProp [definition, in LogRel.LogicalRelation]
IdRedTy.IdPropEq [definition, in LogRel.LogicalRelation]
IdRedTy.IdRedTm [definition, in LogRel.LogicalRelation]
IdRedTy.IdRedTmEq [definition, in LogRel.LogicalRelation]
IdRedTy.IdRedTy [record, in LogRel.LogicalRelation]
IdRedTy.IdRedTy [section, in LogRel.LogicalRelation]
IdRedTy.IdRedTyEq [definition, in LogRel.LogicalRelation]
IdRedTy.lhs [projection, in LogRel.LogicalRelation]
IdRedTy.lhsRed [projection, in LogRel.LogicalRelation]
IdRedTy.lhsRedRefl [projection, in LogRel.LogicalRelation]
IdRedTy.LRId' [definition, in LogRel.LogicalRelation]
IdRedTy.outTy [projection, in LogRel.LogicalRelation]
IdRedTy.red [projection, in LogRel.LogicalRelation]
IdRedTy.rhs [projection, in LogRel.LogicalRelation]
IdRedTy.rhsRed [projection, in LogRel.LogicalRelation]
IdRedTy.rhsRedRefl [projection, in LogRel.LogicalRelation]
IdRedTy.to [definition, in LogRel.LogicalRelation]
IdRedTy.toPack [definition, in LogRel.LogicalRelation]
IdRedTy.ty [projection, in LogRel.LogicalRelation]
IdRedTy.tyKripke [projection, in LogRel.LogicalRelation]
IdRedTy.tyKripkeEq [projection, in LogRel.LogicalRelation]
IdRedTy.tyKripkeTm [projection, in LogRel.LogicalRelation]
IdRedTy.tyKripkeTmEq [projection, in LogRel.LogicalRelation]
IdRedTy.tyPER [projection, in LogRel.LogicalRelation]
IdRedTy.tyRed [projection, in LogRel.LogicalRelation]
IdRedU [lemma, in LogRel.LogicalRelation.Id]
IdRed0 [lemma, in LogRel.LogicalRelation.Id]
ids [projection, in LogRel.AutoSubst.unscoped]
ids [constructor, in LogRel.AutoSubst.unscoped]
idsRen [instance, in LogRel.AutoSubst.unscoped]
idSubstS [definition, in LogRel.Substitution.Properties]
idterm [abbreviation, in LogRel.AutoSubst.Extra]
IdTmCongValid [lemma, in LogRel.Substitution.Introductions.Id]
IdTmValid [lemma, in LogRel.Substitution.Introductions.Id]
IdTm_Ltrans [lemma, in LogRel.LogicalRelation.Monotonicity]
IdType [constructor, in LogRel.NormalForms]
IdValid [lemma, in LogRel.Substitution.Introductions.Id]
id_ren [lemma, in LogRel.Weakening]
Id_Ltrans [lemma, in LogRel.LogicalRelation.Monotonicity]
IHStatement [definition, in LogRel.LogicalRelation.Irrelevance]
Induction [library]
InductionPrinciples [section, in LogRel.DeclarativeTyping]
InductionPrinciples.WfDeclInductionType [variable, in LogRel.DeclarativeTyping]
InductionPrinciples._WfDeclInductionType [variable, in LogRel.DeclarativeTyping]
Inductions [section, in LogRel.LogicalRelation.Induction]
Inductions [section, in LogRel.Validity]
inferring [projection, in LogRel.Notations]
Inferring [record, in LogRel.Notations]
inferring [constructor, in LogRel.Notations]
Inferring [inductive, in LogRel.Notations]
InferringRed [record, in LogRel.Notations]
InferringRed [inductive, in LogRel.Notations]
infer_red [projection, in LogRel.Notations]
infer_red [constructor, in LogRel.Notations]
Injection [section, in LogRel.LogicalRelation.Monotonicity]
instKripke [lemma, in LogRel.LogicalRelation]
instKripke' [lemma, in LogRel.LogicalRelation]
interface [module, in LogRel.AutoSubst.Ast]
Inversions [section, in LogRel.LogicalRelation.Induction]
invLR [lemma, in LogRel.LogicalRelation.Induction]
invLRcan [definition, in LogRel.LogicalRelation.NormalRed]
invLRId [lemma, in LogRel.LogicalRelation.Induction]
invLRne [lemma, in LogRel.LogicalRelation.Induction]
invLRTy [definition, in LogRel.LogicalRelation.Induction]
invLRU [lemma, in LogRel.LogicalRelation.Induction]
invLRΠ [lemma, in LogRel.LogicalRelation.Induction]
invLRΣ [lemma, in LogRel.LogicalRelation.Induction]
invValidity [lemma, in LogRel.Validity]
in_ctx_wk [lemma, in LogRel.Weakening]
in_LCon_sind [definition, in LogRel.LContexts]
in_there_l [constructor, in LogRel.LContexts]
in_here_l [constructor, in LogRel.LContexts]
in_LCon [inductive, in LogRel.LContexts]
in_ctx_valid [lemma, in LogRel.Substitution.Introductions.Var]
in_ctx_inj [lemma, in LogRel.Context]
in_ctx_sind [definition, in LogRel.Context]
in_ctx_rec [definition, in LogRel.Context]
in_ctx_ind [definition, in LogRel.Context]
in_ctx_rect [definition, in LogRel.Context]
in_there [constructor, in LogRel.Context]
in_here [constructor, in LogRel.Context]
in_ctx [inductive, in LogRel.Context]
Irrelevance [library]
Irrelevance [library]
irrelevanceLift [lemma, in LogRel.Substitution.Irrelevance]
Irrelevances [section, in LogRel.Substitution.Irrelevance]
Irrelevances [section, in LogRel.LogicalRelation.Irrelevance]
irrelevanceSubst [lemma, in LogRel.Substitution.Irrelevance]
irrelevanceSubstEq [lemma, in LogRel.Substitution.Irrelevance]
irrelevanceSubstEqExt [lemma, in LogRel.Substitution.Irrelevance]
irrelevanceSubstEq' [lemma, in LogRel.Substitution.Introductions.Id]
irrelevanceSubstExt [lemma, in LogRel.Substitution.Irrelevance]
irrelevanceSubst' [lemma, in LogRel.Substitution.Introductions.Id]
Irrelevances.BoolIrrelevant [section, in LogRel.LogicalRelation.Irrelevance]
Irrelevances.EmptyIrrelevant [section, in LogRel.LogicalRelation.Irrelevance]
Irrelevances.EquivLRPack [section, in LogRel.LogicalRelation.Irrelevance]
_ <≈> _ [notation, in LogRel.LogicalRelation.Irrelevance]
Irrelevances.IdIrrelevance [section, in LogRel.LogicalRelation.Irrelevance]
Irrelevances.IdIrrelevance.APer [variable, in LogRel.LogicalRelation.Irrelevance]
Irrelevances.LRIrrelevant [section, in LogRel.LogicalRelation.Irrelevance]
Irrelevances.LRIrrelevant.LRIrrelevantInductionStep [section, in LogRel.LogicalRelation.Irrelevance]
_ <≈> _ [notation, in LogRel.LogicalRelation.Irrelevance]
Irrelevances.NatIrrelevant [section, in LogRel.LogicalRelation.Irrelevance]
Irrelevances.ΠIrrelevanceLemmas [section, in LogRel.LogicalRelation.Irrelevance]
Irrelevances.ΣIrrelevanceLemmas [section, in LogRel.LogicalRelation.Irrelevance]
irrelevanceTm [lemma, in LogRel.Substitution.Irrelevance]
irrelevanceTmEq [lemma, in LogRel.Substitution.Irrelevance]
irrelevanceTmEq' [lemma, in LogRel.Substitution.Irrelevance]
irrelevanceTmLift [lemma, in LogRel.Substitution.Irrelevance]
irrelevanceTm' [lemma, in LogRel.Substitution.Irrelevance]
irrelevanceTm'' [lemma, in LogRel.Substitution.Irrelevance]
irrelevanceTy [lemma, in LogRel.Substitution.Irrelevance]
irrelevanceTyEq [lemma, in LogRel.Substitution.Irrelevance]
irrelevanceTyEq' [lemma, in LogRel.Substitution.Irrelevance]
irrelevanceTy' [lemma, in LogRel.Substitution.Irrelevance]
IrrRec [lemma, in LogRel.LogicalRelation.Irrelevance]
IrrRec0 [lemma, in LogRel.LogicalRelation.Irrelevance]
isBool [inductive, in LogRel.NormalForms]
isBool_whnf [definition, in LogRel.NormalForms]
isBool_sind [definition, in LogRel.NormalForms]
isBool_rec [definition, in LogRel.NormalForms]
isBool_ind [definition, in LogRel.NormalForms]
isBool_rect [definition, in LogRel.NormalForms]
isCanonical [inductive, in LogRel.NormalForms]
isCanonical_ren_wl [lemma, in LogRel.Weakening]
isCanonical_ren [lemma, in LogRel.NormalForms]
isCanonical_sind [definition, in LogRel.NormalForms]
isCanonical_rec [definition, in LogRel.NormalForms]
isCanonical_ind [definition, in LogRel.NormalForms]
isCanonical_rect [definition, in LogRel.NormalForms]
isFun [inductive, in LogRel.NormalForms]
isFun_ren_wl [lemma, in LogRel.Weakening]
isFun_ren [lemma, in LogRel.NormalForms]
isFun_whnf [definition, in LogRel.NormalForms]
isFun_sind [definition, in LogRel.NormalForms]
isFun_rec [definition, in LogRel.NormalForms]
isFun_ind [definition, in LogRel.NormalForms]
isFun_rect [definition, in LogRel.NormalForms]
isLRFun [inductive, in LogRel.LogicalRelation]
isLRFun_isWfFun [lemma, in LogRel.Substitution.Introductions.Lambda]
isLRFun_ren [lemma, in LogRel.LogicalRelation.Weakening]
isLRFun_sind [definition, in LogRel.LogicalRelation]
isLRFun_rec [definition, in LogRel.LogicalRelation]
isLRFun_ind [definition, in LogRel.LogicalRelation]
isLRFun_rect [definition, in LogRel.LogicalRelation]
isLRFun_Ltrans [lemma, in LogRel.LogicalRelation.Monotonicity]
isLRPair [inductive, in LogRel.LogicalRelation]
isLRPair_isPair [lemma, in LogRel.Substitution.Introductions.Sigma]
isLRPair_isWfPair [lemma, in LogRel.Substitution.Introductions.Sigma]
isLRPair_ren [lemma, in LogRel.LogicalRelation.Weakening]
isLRPair_sind [definition, in LogRel.LogicalRelation]
isLRPair_rec [definition, in LogRel.LogicalRelation]
isLRPair_ind [definition, in LogRel.LogicalRelation]
isLRPair_rect [definition, in LogRel.LogicalRelation]
isLRPair_Ltrans [lemma, in LogRel.LogicalRelation.Monotonicity]
isNat [inductive, in LogRel.NormalForms]
isNat_whnf [definition, in LogRel.NormalForms]
isNat_sind [definition, in LogRel.NormalForms]
isNat_rec [definition, in LogRel.NormalForms]
isNat_ind [definition, in LogRel.NormalForms]
isNat_rect [definition, in LogRel.NormalForms]
isPair [inductive, in LogRel.NormalForms]
isPair_ren_wl [lemma, in LogRel.Weakening]
isPair_ren [lemma, in LogRel.NormalForms]
isPair_whnf [definition, in LogRel.NormalForms]
isPair_sind [definition, in LogRel.NormalForms]
isPair_rec [definition, in LogRel.NormalForms]
isPair_ind [definition, in LogRel.NormalForms]
isPair_rect [definition, in LogRel.NormalForms]
isPosType [inductive, in LogRel.NormalForms]
isPosType_ren_wl [lemma, in LogRel.Weakening]
isPosType_ren [lemma, in LogRel.NormalForms]
isPosType_isType [definition, in LogRel.NormalForms]
isPosType_sind [definition, in LogRel.NormalForms]
isPosType_rec [definition, in LogRel.NormalForms]
isPosType_ind [definition, in LogRel.NormalForms]
isPosType_rect [definition, in LogRel.NormalForms]
isterm [constructor, in LogRel.Notations]
isType [inductive, in LogRel.NormalForms]
istype [constructor, in LogRel.Notations]
isType_ren_wl [lemma, in LogRel.Weakening]
isType_ren [lemma, in LogRel.NormalForms]
isType_whnf [definition, in LogRel.NormalForms]
isType_sind [definition, in LogRel.NormalForms]
isType_rec [definition, in LogRel.NormalForms]
isType_ind [definition, in LogRel.NormalForms]
isType_rect [definition, in LogRel.NormalForms]
isWfFun [inductive, in LogRel.GenericTyping]
isWfFun_Ltrans [lemma, in LogRel.GenericTyping]
isWfFun_isFun [lemma, in LogRel.GenericTyping]
isWfFun_sind [definition, in LogRel.GenericTyping]
isWfFun_rec [definition, in LogRel.GenericTyping]
isWfFun_ind [definition, in LogRel.GenericTyping]
isWfFun_rect [definition, in LogRel.GenericTyping]
isWfPair [inductive, in LogRel.GenericTyping]
isWfPair_Ltrans [lemma, in LogRel.GenericTyping]
isWfPair_isPair [lemma, in LogRel.GenericTyping]
isWfPair_sind [definition, in LogRel.GenericTyping]
isWfPair_rec [definition, in LogRel.GenericTyping]
isWfPair_ind [definition, in LogRel.GenericTyping]
isWfPair_rect [definition, in LogRel.GenericTyping]
L
Lambda [library]LambdaValid [section, in LogRel.Substitution.Introductions.Lambda]
LambdaValid.WithContext [section, in LogRel.Substitution.Introductions.Lambda]
lambda_cong [lemma, in LogRel.GenericTyping]
lamBetaRed [lemma, in LogRel.Substitution.Introductions.Lambda]
LamFun [constructor, in LogRel.NormalForms]
LamLRFun [constructor, in LogRel.LogicalRelation]
lamValid [lemma, in LogRel.Substitution.Introductions.Lambda]
lamValid0 [lemma, in LogRel.Substitution.Introductions.Lambda]
LamWfFun [constructor, in LogRel.GenericTyping]
LCon [abbreviation, in LogRel.LContexts]
LContexts [library]
LConTranslation [section, in LogRel.DeclarativeTyping]
LCon_le_up [lemma, in LogRel.LContexts]
LCon_le_step [lemma, in LogRel.LContexts]
LCon_le_in_LCon [lemma, in LogRel.LContexts]
LCon_le [definition, in LogRel.LContexts]
leaf [constructor, in LogRel.Monad]
le_over_tree [lemma, in LogRel.Monad]
liftSubstComm [lemma, in LogRel.Substitution.SingleSubst]
liftSubstS [lemma, in LogRel.Substitution.Properties]
liftSubstSEq [lemma, in LogRel.Substitution.Properties]
liftSubstSEq' [lemma, in LogRel.Substitution.Properties]
liftSubstSrealign [lemma, in LogRel.Substitution.Properties]
liftSubstSrealign' [lemma, in LogRel.Substitution.Properties]
liftSubstS' [lemma, in LogRel.Substitution.Properties]
liftSubst_singleSubst_eq [lemma, in LogRel.Substitution.Introductions.Nat]
liftSubst_scons_eq [lemma, in LogRel.AutoSubst.Extra]
liftSubst_singleSubst_eq [lemma, in LogRel.Substitution.Introductions.Empty]
list_comp [definition, in LogRel.AutoSubst.core]
list_id [definition, in LogRel.AutoSubst.core]
list_ext [definition, in LogRel.AutoSubst.core]
LogicalRelation [library]
LogRel [definition, in LogRel.LogicalRelation]
LogRelRec [definition, in LogRel.LogicalRelation]
LogRelRecFoldLemmas [section, in LogRel.LogicalRelation]
LogRelRec_unfold [lemma, in LogRel.LogicalRelation]
LogRel0 [definition, in LogRel.LogicalRelation]
LogRel1 [definition, in LogRel.LogicalRelation]
LogtoW [definition, in LogRel.LogicalRelation.Monotonicity]
LR [inductive, in LogRel.LogicalRelation]
LRAd [module, in LogRel.LogicalRelation]
LRAd.adequate [projection, in LogRel.LogicalRelation]
LRAd.LRAdequate [record, in LogRel.LogicalRelation]
LRAd.pack [projection, in LogRel.LogicalRelation]
LRBool [constructor, in LogRel.LogicalRelation]
LRBool_ [definition, in LogRel.LogicalRelation]
LRbuild [definition, in LogRel.LogicalRelation]
LRbuild0 [definition, in LogRel.LogicalRelation]
LRCumulative [lemma, in LogRel.LogicalRelation.Irrelevance]
LRCumulative' [lemma, in LogRel.LogicalRelation.Irrelevance]
lrefl [lemma, in LogRel.Utils]
LREmpty [constructor, in LogRel.LogicalRelation]
LREmpty_ [definition, in LogRel.LogicalRelation]
LREqTermHelper [lemma, in LogRel.LogicalRelation.Transitivity]
LREqTermSymConv [lemma, in LogRel.LogicalRelation.Transitivity]
LRId [constructor, in LogRel.LogicalRelation]
LRId_ [definition, in LogRel.LogicalRelation]
LRIrrelevantCum [lemma, in LogRel.LogicalRelation.Irrelevance]
LRIrrelevantCumPolyRed [lemma, in LogRel.LogicalRelation.Irrelevance]
LRIrrelevantCumTy [lemma, in LogRel.LogicalRelation.Irrelevance]
LRIrrelevantPack [lemma, in LogRel.LogicalRelation.Irrelevance]
LRIrrelevantPreds [lemma, in LogRel.LogicalRelation.Irrelevance]
LRNat [constructor, in LogRel.LogicalRelation]
LRNat_ [definition, in LogRel.LogicalRelation]
LRne [constructor, in LogRel.LogicalRelation]
LRne_ [definition, in LogRel.LogicalRelation]
LRPack [module, in LogRel.LogicalRelation]
LRPackAdequate [definition, in LogRel.LogicalRelation]
LRPack.eqTm [projection, in LogRel.LogicalRelation]
LRPack.eqTy [projection, in LogRel.LogicalRelation]
LRPack.LRPack [record, in LogRel.LogicalRelation]
LRPack.redTm [projection, in LogRel.LogicalRelation]
LRPi [constructor, in LogRel.LogicalRelation]
LRPiPoly [definition, in LogRel.Substitution.Introductions.Pi]
LRPiPolyEq [lemma, in LogRel.Substitution.Introductions.Pi]
LRPiPolyEq' [lemma, in LogRel.Substitution.Introductions.Pi]
LRPiPolyEq0 [lemma, in LogRel.Substitution.Introductions.Pi]
LRPiPoly0 [lemma, in LogRel.Substitution.Introductions.Pi]
LRPi_ [definition, in LogRel.LogicalRelation]
LRPi' [definition, in LogRel.LogicalRelation]
LRSig [constructor, in LogRel.LogicalRelation]
LRSig' [definition, in LogRel.LogicalRelation]
LRTmEqIrrelevantCum [lemma, in LogRel.LogicalRelation.Irrelevance]
LRTmEqIrrelevantCum' [lemma, in LogRel.LogicalRelation.Irrelevance]
LRTmEqIrrelevant' [lemma, in LogRel.LogicalRelation.Irrelevance]
LRTmEqRedConv [lemma, in LogRel.LogicalRelation.Irrelevance]
LRTmEqRefl [lemma, in LogRel.LogicalRelation.Reflexivity]
LRTmEqSym [lemma, in LogRel.LogicalRelation.Irrelevance]
LRTmRedConv [lemma, in LogRel.LogicalRelation.Irrelevance]
LRTmRedIrrelevantCum [lemma, in LogRel.LogicalRelation.Irrelevance]
LRTmRedIrrelevantCum' [lemma, in LogRel.LogicalRelation.Irrelevance]
LRTmRedIrrelevant' [lemma, in LogRel.LogicalRelation.Irrelevance]
LRTmTmEqIrrelevant' [lemma, in LogRel.LogicalRelation.Irrelevance]
LRTransEq [lemma, in LogRel.LogicalRelation.Irrelevance]
LRTyEqIrrelevantCum [lemma, in LogRel.LogicalRelation.Irrelevance]
LRTyEqIrrelevantCum' [lemma, in LogRel.LogicalRelation.Irrelevance]
LRTyEqIrrelevant' [lemma, in LogRel.LogicalRelation.Irrelevance]
LRTyEqRefl [lemma, in LogRel.LogicalRelation.Reflexivity]
LRTyEqSym [lemma, in LogRel.LogicalRelation.Irrelevance]
LRU [constructor, in LogRel.LogicalRelation]
LRunbuild [definition, in LogRel.LogicalRelation]
LRU_ [definition, in LogRel.LogicalRelation]
LR_rect_TyUrGen [lemma, in LogRel.LogicalRelation.Induction]
LR_rect_TyUr0 [lemma, in LogRel.LogicalRelation.Induction]
LR_rect_TyUr [lemma, in LogRel.LogicalRelation.Induction]
LR_rect_LogRelRec [lemma, in LogRel.LogicalRelation.Induction]
LR_rec [definition, in LogRel.LogicalRelation.Induction]
LR_rect [lemma, in LogRel.LogicalRelation.Induction]
LR_embedding [definition, in LogRel.LogicalRelation.Induction]
Ltrans [lemma, in LogRel.LogicalRelation.Monotonicity]
Ltrans_down_over_tree [lemma, in LogRel.Monad]
LtSubst [definition, in LogRel.LogicalRelation]
M
mkIdRedTy [lemma, in LogRel.LogicalRelation.Id]mkPolyRed [lemma, in LogRel.Substitution.Introductions.Poly]
mkPolyRed' [lemma, in LogRel.Substitution.Introductions.Poly]
mkTag [constructor, in LogRel.Notations]
Monad [library]
Monotonicity [section, in LogRel.Substitution.Monotonicity]
Monotonicity [library]
Monotonicity [library]
MoreDefs [section, in LogRel.LogicalRelation]
MoreDefs [section, in LogRel.Validity]
N
Nat [section, in LogRel.Substitution.Introductions.Nat]Nat [library]
natconvValid [lemma, in LogRel.Substitution.Introductions.Nat]
natElim [definition, in LogRel.Substitution.Introductions.Nat]
natElimCongValid [lemma, in LogRel.Substitution.Introductions.Nat]
natElimRed [lemma, in LogRel.Substitution.Introductions.Nat]
natElimRedAux [lemma, in LogRel.Substitution.Introductions.Nat]
natElimRedAuxLeft [lemma, in LogRel.Substitution.Introductions.Nat]
natElimRedAuxRight [lemma, in LogRel.Substitution.Introductions.Nat]
natElimRedEq [lemma, in LogRel.Substitution.Introductions.Nat]
natElimRedEqAux [lemma, in LogRel.Substitution.Introductions.Nat]
natElimSubst [constructor, in LogRel.UntypedReduction]
natElimSucc [constructor, in LogRel.UntypedReduction]
natElimSuccValid [lemma, in LogRel.Substitution.Introductions.Nat]
natElimValid [lemma, in LogRel.Substitution.Introductions.Nat]
natElimZero [constructor, in LogRel.UntypedReduction]
natElimZeroValid [lemma, in LogRel.Substitution.Introductions.Nat]
NatIrrelevanceLRPack [lemma, in LogRel.LogicalRelation.Irrelevance]
NatIrrelevanceTm [lemma, in LogRel.LogicalRelation.Irrelevance]
NatIrrelevanceTmEq [lemma, in LogRel.LogicalRelation.Irrelevance]
NatIrrelevanceTyEq [lemma, in LogRel.LogicalRelation.Irrelevance]
NatPos [constructor, in LogRel.NormalForms]
NatPropEq_whnf [lemma, in LogRel.LogicalRelation]
NatPropProperties [section, in LogRel.LogicalRelation]
NatProp_tSucc_inv [lemma, in LogRel.Substitution.Introductions.Bool]
NatProp_tZero_inv [lemma, in LogRel.Substitution.Introductions.Bool]
NatProp_whnf [lemma, in LogRel.LogicalRelation]
natRed [lemma, in LogRel.Substitution.Introductions.Nat]
natRedElimStmt [definition, in LogRel.Substitution.Introductions.Nat]
NatRedTm [module, in LogRel.LogicalRelation]
NatRedTmEq [module, in LogRel.LogicalRelation]
NatRedTmEq.Build_NatRedTmEq [constructor, in LogRel.LogicalRelation]
NatRedTmEq.NatPropEq [inductive, in LogRel.LogicalRelation]
NatRedTmEq.NatPropEq_mut_rect [definition, in LogRel.LogicalRelation]
NatRedTmEq.NatPropEq_sind [definition, in LogRel.LogicalRelation]
NatRedTmEq.NatPropEq_rec [definition, in LogRel.LogicalRelation]
NatRedTmEq.NatPropEq_ind [definition, in LogRel.LogicalRelation]
NatRedTmEq.NatPropEq_rect [definition, in LogRel.LogicalRelation]
NatRedTmEq.NatRedEqInduction [lemma, in LogRel.LogicalRelation]
NatRedTmEq.NatRedTmEq [inductive, in LogRel.LogicalRelation]
NatRedTmEq.NatRedTmEq [section, in LogRel.LogicalRelation]
NatRedTmEq.NatRedTmEq_mut_rect [definition, in LogRel.LogicalRelation]
NatRedTmEq.NatRedTmEq_sind [definition, in LogRel.LogicalRelation]
NatRedTmEq.NatRedTmEq_rec [definition, in LogRel.LogicalRelation]
NatRedTmEq.NatRedTmEq_ind [definition, in LogRel.LogicalRelation]
NatRedTmEq.NatRedTmEq_rect [definition, in LogRel.LogicalRelation]
NatRedTmEq.NatRedTmEq.NatRedEqInductionType [variable, in LogRel.LogicalRelation]
NatRedTmEq.NatRedTmEq._NatRedEqInductionType [variable, in LogRel.LogicalRelation]
NatRedTmEq.neReq [constructor, in LogRel.LogicalRelation]
NatRedTmEq.succReq [constructor, in LogRel.LogicalRelation]
NatRedTmEq.zeroReq [constructor, in LogRel.LogicalRelation]
NatRedTm.Build_NatRedTm [constructor, in LogRel.LogicalRelation]
NatRedTm.NatProp [inductive, in LogRel.LogicalRelation]
NatRedTm.NatProp_mut_rect [definition, in LogRel.LogicalRelation]
NatRedTm.NatProp_sind [definition, in LogRel.LogicalRelation]
NatRedTm.NatProp_rec [definition, in LogRel.LogicalRelation]
NatRedTm.NatProp_ind [definition, in LogRel.LogicalRelation]
NatRedTm.NatProp_rect [definition, in LogRel.LogicalRelation]
NatRedTm.NatRedInduction [lemma, in LogRel.LogicalRelation]
NatRedTm.NatRedTm [inductive, in LogRel.LogicalRelation]
NatRedTm.NatRedTm [section, in LogRel.LogicalRelation]
NatRedTm.NatRedTm_mut_rect [definition, in LogRel.LogicalRelation]
NatRedTm.NatRedTm_sind [definition, in LogRel.LogicalRelation]
NatRedTm.NatRedTm_rec [definition, in LogRel.LogicalRelation]
NatRedTm.NatRedTm_ind [definition, in LogRel.LogicalRelation]
NatRedTm.NatRedTm_rect [definition, in LogRel.LogicalRelation]
NatRedTm.NatRedTm.NatRedInductionType [variable, in LogRel.LogicalRelation]
NatRedTm.NatRedTm._NatRedInductionType [variable, in LogRel.LogicalRelation]
NatRedTm.neR [constructor, in LogRel.LogicalRelation]
NatRedTm.nf [definition, in LogRel.LogicalRelation]
NatRedTm.red [definition, in LogRel.LogicalRelation]
NatRedTm.succR [constructor, in LogRel.LogicalRelation]
NatRedTm.zeroR [constructor, in LogRel.LogicalRelation]
NatRedTy [module, in LogRel.LogicalRelation]
NatRedTyEq [module, in LogRel.LogicalRelation]
NatRedTyEq.NatRedTyEq [record, in LogRel.LogicalRelation]
NatRedTyEq.red [projection, in LogRel.LogicalRelation]
NatRedTy.NatRedTy [record, in LogRel.LogicalRelation]
NatRedTy.red [projection, in LogRel.LogicalRelation]
natTermRed [lemma, in LogRel.Substitution.Introductions.Nat]
natTermValid [lemma, in LogRel.Substitution.Introductions.Nat]
NatTm_Ltrans [lemma, in LogRel.LogicalRelation.Monotonicity]
nattoterminj [lemma, in LogRel.LContexts]
NatType [constructor, in LogRel.NormalForms]
natValid [lemma, in LogRel.Substitution.Introductions.Nat]
nat_to_term_ren [lemma, in LogRel.Weakening]
nat_to_term [definition, in LogRel.LContexts]
Nat.NatElimRed [section, in LogRel.Substitution.Introductions.Nat]
Nat.NatElimRedEq [section, in LogRel.Substitution.Introductions.Nat]
Nat.NatElimValid [section, in LogRel.Substitution.Introductions.Nat]
NeBool [constructor, in LogRel.NormalForms]
NeFun [constructor, in LogRel.NormalForms]
NeIrrelevanceLRPack [lemma, in LogRel.LogicalRelation.Irrelevance]
neLambda [lemma, in LogRel.NormalForms]
NeLRFun [constructor, in LogRel.LogicalRelation]
NeLRPair [constructor, in LogRel.LogicalRelation]
NeNat [constructor, in LogRel.NormalForms]
nenattoterm [lemma, in LogRel.NormalForms]
NeNf [module, in LogRel.LogicalRelation]
NeNfconv [lemma, in LogRel.LogicalRelation.Irrelevance]
NeNfEqconv [lemma, in LogRel.LogicalRelation.Irrelevance]
NeNfEqRefl [lemma, in LogRel.LogicalRelation.Reflexivity]
NeNfEqSym [lemma, in LogRel.LogicalRelation.Irrelevance]
NeNf.conv [projection, in LogRel.LogicalRelation]
NeNf.RedTm [record, in LogRel.LogicalRelation]
NeNf.RedTmEq [record, in LogRel.LogicalRelation]
NeNf.refl [projection, in LogRel.LogicalRelation]
NeNf.ty [projection, in LogRel.LogicalRelation]
NePair [constructor, in LogRel.NormalForms]
nePi [lemma, in LogRel.NormalForms]
NePos [constructor, in LogRel.NormalForms]
neRedTm [module, in LogRel.LogicalRelation]
neRedTmEq [module, in LogRel.LogicalRelation]
neRedTmEq.eq [projection, in LogRel.LogicalRelation]
neRedTmEq.neRedTmEq [record, in LogRel.LogicalRelation]
neRedTmEq.redL [projection, in LogRel.LogicalRelation]
neRedTmEq.redR [projection, in LogRel.LogicalRelation]
neRedTmEq.termL [projection, in LogRel.LogicalRelation]
neRedTmEq.termR [projection, in LogRel.LogicalRelation]
neRedTm.eq [projection, in LogRel.LogicalRelation]
neRedTm.neRedTm [record, in LogRel.LogicalRelation]
neRedTm.red [projection, in LogRel.LogicalRelation]
neRedTm.te [projection, in LogRel.LogicalRelation]
neRedTy [module, in LogRel.LogicalRelation]
neRedTyEq [module, in LogRel.LogicalRelation]
neRedTyEq.eq [projection, in LogRel.LogicalRelation]
neRedTyEq.neRedTyEq [record, in LogRel.LogicalRelation]
neRedTyEq.red [projection, in LogRel.LogicalRelation]
neRedTyEq.ty [projection, in LogRel.LogicalRelation]
neRedTy.eq [projection, in LogRel.LogicalRelation]
neRedTy.neRedTy [record, in LogRel.LogicalRelation]
neRedTy.red [projection, in LogRel.LogicalRelation]
neRedTy.ty [projection, in LogRel.LogicalRelation]
neSort [lemma, in LogRel.NormalForms]
NeType [constructor, in LogRel.NormalForms]
neU [lemma, in LogRel.LogicalRelation.Neutral]
neu [definition, in LogRel.LogicalRelation.Neutral]
neuEq [lemma, in LogRel.LogicalRelation.Neutral]
neuTerm [lemma, in LogRel.LogicalRelation.Neutral]
neuTermEq [lemma, in LogRel.LogicalRelation.Neutral]
Neutral [section, in LogRel.LogicalRelation.Neutral]
Neutral [library]
NeWfFun [constructor, in LogRel.GenericTyping]
NeWfPair [constructor, in LogRel.GenericTyping]
NormalForms [library]
Normalization [section, in LogRel.LogicalRelation.NormalRed]
NormalRed [library]
normEqRedΣ [definition, in LogRel.LogicalRelation.NormalRed]
normLambda [definition, in LogRel.LogicalRelation.NormalRed]
normPair [definition, in LogRel.LogicalRelation.NormalRed]
normRedNe0 [definition, in LogRel.LogicalRelation.NormalRed]
normRedΠ [definition, in LogRel.LogicalRelation.NormalRed]
normRedΠ0 [definition, in LogRel.LogicalRelation.NormalRed]
normRedΣ [definition, in LogRel.LogicalRelation.NormalRed]
normRedΣ0 [definition, in LogRel.LogicalRelation.NormalRed]
Notations [library]
notinLConnotinLCon [lemma, in LogRel.LContexts]
NotShelved [definition, in LogRel.Utils]
not_in_LCon_le_not_in_LCon [lemma, in LogRel.LContexts]
not_in_LCon_sind [definition, in LogRel.LContexts]
not_in_there [constructor, in LogRel.LContexts]
not_in_nil [constructor, in LogRel.LContexts]
not_in_LCon [inductive, in LogRel.LContexts]
nSucc [definition, in LogRel.LContexts]
nSuccalphaneinj [lemma, in LogRel.NormalForms]
nSuccneinj [lemma, in LogRel.NormalForms]
nSucc_ren [lemma, in LogRel.NormalForms]
nSucc_injnat [lemma, in LogRel.NormalForms]
nSucc_cases [lemma, in LogRel.NormalForms]
nSucc_subst [lemma, in LogRel.Substitution.Introductions.Bool]
O
Oi [constructor, in LogRel.LogicalRelation]one [constructor, in LogRel.LogicalRelation]
OneRedAlg [inductive, in LogRel.UntypedReduction]
OneRedAlg_sind [definition, in LogRel.UntypedReduction]
OneRedAlg_rec [definition, in LogRel.UntypedReduction]
OneRedAlg_ind [definition, in LogRel.UntypedReduction]
OneRedAlg_rect [definition, in LogRel.UntypedReduction]
OneStepRedTerm [record, in LogRel.Notations]
OneStepRedTerm [inductive, in LogRel.Notations]
oredalg_wk [lemma, in LogRel.UntypedReduction]
ored_det [lemma, in LogRel.UntypedReduction]
or_inLCon_sind [definition, in LogRel.LContexts]
or_inLCon_rec [definition, in LogRel.LContexts]
or_inLCon_ind [definition, in LogRel.LContexts]
or_inLCon_rect [definition, in LogRel.LContexts]
or_notinl [constructor, in LogRel.LContexts]
or_inlfalse [constructor, in LogRel.LContexts]
or_inltrue [constructor, in LogRel.LContexts]
or_inLCon [inductive, in LogRel.LContexts]
osred_tm [projection, in LogRel.Notations]
osred_tm [constructor, in LogRel.Notations]
over_tree_fusion_r [lemma, in LogRel.Monad]
over_tree_fusion_l [lemma, in LogRel.Monad]
over_tree_Ltrans_up [lemma, in LogRel.Monad]
over_tree_Ltrans_down [lemma, in LogRel.Monad]
over_tree_le [lemma, in LogRel.Monad]
over_tree [definition, in LogRel.Monad]
P
pair [constructor, in LogRel.Utils]pairFstRed [lemma, in LogRel.Substitution.Introductions.Sigma]
pairFstRedEq [lemma, in LogRel.Substitution.Introductions.Sigma]
pairFstValid [lemma, in LogRel.Substitution.Introductions.Sigma]
PairLRpair [constructor, in LogRel.LogicalRelation]
PairPair [constructor, in LogRel.NormalForms]
pairRed [lemma, in LogRel.Substitution.Introductions.Sigma]
PairRed [section, in LogRel.Substitution.Introductions.Sigma]
pairSndRed [lemma, in LogRel.Substitution.Introductions.Sigma]
pairSndRedEq [lemma, in LogRel.Substitution.Introductions.Sigma]
pairSndValid [lemma, in LogRel.Substitution.Introductions.Sigma]
pairValid [lemma, in LogRel.Substitution.Introductions.Sigma]
PairWfPair [constructor, in LogRel.GenericTyping]
ParamRedTy [module, in LogRel.LogicalRelation]
ParamRedTyEq [module, in LogRel.LogicalRelation]
ParamRedTyEq.cod [projection, in LogRel.LogicalRelation]
ParamRedTyEq.dom [projection, in LogRel.LogicalRelation]
ParamRedTyEq.eq [projection, in LogRel.LogicalRelation]
ParamRedTyEq.eqdom [projection, in LogRel.LogicalRelation]
ParamRedTyEq.ParamRedTyEq [record, in LogRel.LogicalRelation]
ParamRedTyEq.polyRed [projection, in LogRel.LogicalRelation]
ParamRedTyEq.red [projection, in LogRel.LogicalRelation]
ParamRedTyPack [module, in LogRel.LogicalRelation]
ParamRedTyPack.cod [projection, in LogRel.LogicalRelation]
ParamRedTyPack.dom [projection, in LogRel.LogicalRelation]
ParamRedTyPack.eq [projection, in LogRel.LogicalRelation]
ParamRedTyPack.eqdom [projection, in LogRel.LogicalRelation]
ParamRedTyPack.outTy [projection, in LogRel.LogicalRelation]
ParamRedTyPack.ParamRedTyPack [record, in LogRel.LogicalRelation]
ParamRedTyPack.polyRed [projection, in LogRel.LogicalRelation]
ParamRedTyPack.red [projection, in LogRel.LogicalRelation]
ParamRedTy.beta_ad [lemma, in LogRel.LogicalRelation]
ParamRedTy.beta_pack [lemma, in LogRel.LogicalRelation]
ParamRedTy.cod [projection, in LogRel.LogicalRelation]
ParamRedTy.dom [projection, in LogRel.LogicalRelation]
ParamRedTy.eq [projection, in LogRel.LogicalRelation]
ParamRedTy.eqdom [projection, in LogRel.LogicalRelation]
ParamRedTy.eta [lemma, in LogRel.LogicalRelation]
ParamRedTy.from [definition, in LogRel.LogicalRelation]
ParamRedTy.outTy [projection, in LogRel.LogicalRelation]
ParamRedTy.ParamRedTy [record, in LogRel.LogicalRelation]
ParamRedTy.ParamRedTy [section, in LogRel.LogicalRelation]
ParamRedTy.polyRed [projection, in LogRel.LogicalRelation]
ParamRedTy.red [projection, in LogRel.LogicalRelation]
ParamRedTy.toAd [definition, in LogRel.LogicalRelation]
ParamRedTy.toPack [definition, in LogRel.LogicalRelation]
perLRTmEq [instance, in LogRel.LogicalRelation.Transitivity]
perWLRTmEq [instance, in LogRel.LogicalRelation.Transitivity]
Pi [library]
PiCong [lemma, in LogRel.Substitution.Introductions.Pi]
PiCongTm [lemma, in LogRel.Substitution.Introductions.Pi]
PiEqRed1 [lemma, in LogRel.Substitution.Introductions.Pi]
PiEqRed2 [lemma, in LogRel.Substitution.Introductions.Pi]
PiRed [lemma, in LogRel.Substitution.Introductions.Pi]
PiRedTm [module, in LogRel.LogicalRelation]
PiRedTmEq [module, in LogRel.LogicalRelation]
PiRedTmEq.eq [projection, in LogRel.LogicalRelation]
PiRedTmEq.eqApp [projection, in LogRel.LogicalRelation]
PiRedTmEq.eqTree [projection, in LogRel.LogicalRelation]
PiRedTmEq.PiRedTmEq [record, in LogRel.LogicalRelation]
PiRedTmEq.redL [projection, in LogRel.LogicalRelation]
PiRedTmEq.redR [projection, in LogRel.LogicalRelation]
PiRedTm.app [projection, in LogRel.LogicalRelation]
PiRedTm.appTree [projection, in LogRel.LogicalRelation]
PiRedTm.eq [projection, in LogRel.LogicalRelation]
PiRedTm.eqTree [projection, in LogRel.LogicalRelation]
PiRedTm.isfun [projection, in LogRel.LogicalRelation]
PiRedTm.nf [projection, in LogRel.LogicalRelation]
PiRedTm.PiRedTm [record, in LogRel.LogicalRelation]
PiRedTm.red [projection, in LogRel.LogicalRelation]
PiRedTm.refl [projection, in LogRel.LogicalRelation]
PiRedTy [module, in LogRel.LogicalRelation]
PiRedTy [definition, in LogRel.LogicalRelation]
PiRedTyAdequate [definition, in LogRel.LogicalRelation]
PiRedTyEq [module, in LogRel.LogicalRelation]
PiRedTyEq [definition, in LogRel.LogicalRelation]
PiRedTyPack [module, in LogRel.LogicalRelation]
PiRedU [lemma, in LogRel.Substitution.Introductions.Pi]
PiTmCongruence [section, in LogRel.Substitution.Introductions.Pi]
PiTmValidity [section, in LogRel.Substitution.Introductions.Pi]
PiTyCongruence [section, in LogRel.Substitution.Introductions.Pi]
PiTyDomValidity [section, in LogRel.Substitution.Introductions.Pi]
PiTyValidity [section, in LogRel.Substitution.Introductions.Pi]
PiValid [lemma, in LogRel.Substitution.Introductions.Pi]
PiValidCod [lemma, in LogRel.Substitution.Introductions.Pi]
PiValidDom [lemma, in LogRel.Substitution.Introductions.Pi]
PiValidU [lemma, in LogRel.Substitution.Introductions.Pi]
pi1 [projection, in LogRel.LContexts]
pi2 [projection, in LogRel.LContexts]
pointwise_forall [lemma, in LogRel.AutoSubst.core]
Poly [library]
polyCodSubstExtRed [lemma, in LogRel.Substitution.Introductions.Poly]
polyCodSubstRed [lemma, in LogRel.Substitution.Introductions.Poly]
PolyHyp [abbreviation, in LogRel.LogicalRelation.Induction]
PolyHypLogRel [abbreviation, in LogRel.LogicalRelation.Induction]
PolyHypTyUr [abbreviation, in LogRel.LogicalRelation.Induction]
PolyRed [module, in LogRel.LogicalRelation]
polyRedArrExt [lemma, in LogRel.LogicalRelation.SimpleArr]
PolyRedEq [module, in LogRel.LogicalRelation]
polyRedEqArrExt [lemma, in LogRel.LogicalRelation.SimpleArr]
polyRedEqId [lemma, in LogRel.Substitution.Introductions.Poly]
polyRedEqSubst [lemma, in LogRel.Substitution.Introductions.Poly]
PolyRedEqSym [lemma, in LogRel.LogicalRelation.Irrelevance]
PolyRedEq.PolyRedEq [record, in LogRel.LogicalRelation]
PolyRedEq.posRed [projection, in LogRel.LogicalRelation]
PolyRedEq.posTree [projection, in LogRel.LogicalRelation]
PolyRedEq.shpRed [projection, in LogRel.LogicalRelation]
polyRedId [lemma, in LogRel.Substitution.Introductions.Poly]
PolyRedPack [module, in LogRel.LogicalRelation]
PolyRedPack.PolyRedPack [record, in LogRel.LogicalRelation]
PolyRedPack.PolyRedPackAdequate [record, in LogRel.LogicalRelation]
PolyRedPack.posAd [projection, in LogRel.LogicalRelation]
PolyRedPack.posExt [projection, in LogRel.LogicalRelation]
PolyRedPack.posExtTree [projection, in LogRel.LogicalRelation]
PolyRedPack.posRed [projection, in LogRel.LogicalRelation]
PolyRedPack.posTree [projection, in LogRel.LogicalRelation]
PolyRedPack.posTy [projection, in LogRel.LogicalRelation]
PolyRedPack.shpAd [projection, in LogRel.LogicalRelation]
PolyRedPack.shpRed [projection, in LogRel.LogicalRelation]
PolyRedPack.shpTy [projection, in LogRel.LogicalRelation]
PolyRedPi [section, in LogRel.Substitution.Introductions.Pi]
polyRedSubst [lemma, in LogRel.Substitution.Introductions.Poly]
PolyRed.beta_ad [lemma, in LogRel.LogicalRelation]
PolyRed.beta_pack [lemma, in LogRel.LogicalRelation]
PolyRed.eta [lemma, in LogRel.LogicalRelation]
PolyRed.from [definition, in LogRel.LogicalRelation]
PolyRed.PolyRed [record, in LogRel.LogicalRelation]
PolyRed.PolyRed [section, in LogRel.LogicalRelation]
PolyRed.posExt [projection, in LogRel.LogicalRelation]
PolyRed.posExtTree [projection, in LogRel.LogicalRelation]
PolyRed.posRed [projection, in LogRel.LogicalRelation]
PolyRed.posTree [projection, in LogRel.LogicalRelation]
PolyRed.posTy [projection, in LogRel.LogicalRelation]
PolyRed.shpRed [projection, in LogRel.LogicalRelation]
PolyRed.shpTy [projection, in LogRel.LogicalRelation]
PolyRed.toAd [definition, in LogRel.LogicalRelation]
PolyRed.toPack [definition, in LogRel.LogicalRelation]
PolyValidity [section, in LogRel.Substitution.Introductions.Poly]
Pred_le_down [definition, in LogRel.Monad]
Pred_le_step [definition, in LogRel.Monad]
prod [inductive, in LogRel.Utils]
prodTyEqU [lemma, in LogRel.Substitution.Introductions.Pi]
ProdType [constructor, in LogRel.NormalForms]
prod_comp [definition, in LogRel.AutoSubst.core]
prod_ext [definition, in LogRel.AutoSubst.core]
prod_id [definition, in LogRel.AutoSubst.core]
prod_map [definition, in LogRel.AutoSubst.core]
prod_sind [definition, in LogRel.Utils]
prod_rec [definition, in LogRel.Utils]
prod_ind [definition, in LogRel.Utils]
prod_rect [definition, in LogRel.Utils]
ProjRed [section, in LogRel.Substitution.Introductions.Sigma]
projT1 [definition, in LogRel.Utils]
projT2 [definition, in LogRel.Utils]
Properties [section, in LogRel.Substitution.Properties]
Properties [library]
R
rec0 [definition, in LogRel.LogicalRelation]rec1 [definition, in LogRel.LogicalRelation]
RedAlgTrans [instance, in LogRel.UntypedReduction]
redalg_Ltrans [lemma, in LogRel.UntypedReduction]
redalg_one_step [lemma, in LogRel.UntypedReduction]
redalg_idElim [lemma, in LogRel.UntypedReduction]
redalg_snd [lemma, in LogRel.UntypedReduction]
redalg_fst [lemma, in LogRel.UntypedReduction]
redalg_natEmpty [lemma, in LogRel.UntypedReduction]
redalg_boolElim [lemma, in LogRel.UntypedReduction]
redalg_natElim [lemma, in LogRel.UntypedReduction]
redalg_app [lemma, in LogRel.UntypedReduction]
RedClosureAlg [inductive, in LogRel.UntypedReduction]
RedClosureAlg_sind [definition, in LogRel.UntypedReduction]
RedClosureAlg_rec [definition, in LogRel.UntypedReduction]
RedClosureAlg_ind [definition, in LogRel.UntypedReduction]
RedClosureAlg_rect [definition, in LogRel.UntypedReduction]
RedClosureDecl [record, in LogRel.DeclarativeTyping]
RedConvC [definition, in LogRel.DeclarativeInstance]
RedConvTeC [definition, in LogRel.DeclarativeInstance]
RedConvTyC [definition, in LogRel.DeclarativeInstance]
reddecl_conv [projection, in LogRel.DeclarativeTyping]
reddecl_red [projection, in LogRel.DeclarativeTyping]
reddecl_typ [projection, in LogRel.DeclarativeTyping]
RedDefinitions [section, in LogRel.GenericTyping]
[ |- _ ≅ _ ]< _ > [notation, in LogRel.GenericTyping]
[ _ |-s _ ≅ _ : _ ]< _ > [notation, in LogRel.GenericTyping]
[ _ |-s _ : _ ]< _ > [notation, in LogRel.GenericTyping]
redEq_idElimMotive_substupup [lemma, in LogRel.Substitution.Introductions.Id]
redFwd [lemma, in LogRel.LogicalRelation.Reduction]
redFwdConv [lemma, in LogRel.LogicalRelation.Reduction]
redIdAlg [constructor, in LogRel.UntypedReduction]
RedRel [definition, in LogRel.LogicalRelation]
redSubst [lemma, in LogRel.LogicalRelation.Reduction]
redSubstTerm [lemma, in LogRel.LogicalRelation.Reduction]
redSuccAlg [constructor, in LogRel.UntypedReduction]
RedTerm [record, in LogRel.Notations]
RedTerm [inductive, in LogRel.Notations]
RedTermProperties [record, in LogRel.GenericTyping]
RedTermTrans [instance, in LogRel.DeclarativeInstance]
RedTmConv [lemma, in LogRel.LogicalRelation.Irrelevance]
redtmdecl_conv [lemma, in LogRel.DeclarativeInstance]
redtmdecl_app [lemma, in LogRel.DeclarativeInstance]
redtmdecl_wk [lemma, in LogRel.DeclarativeInstance]
redtmdecl_red [lemma, in LogRel.DeclarativeTyping]
redTmFwd [lemma, in LogRel.LogicalRelation.Reduction]
redTmFwdConv [lemma, in LogRel.LogicalRelation.Reduction]
RedTmIrrelevantCum [lemma, in LogRel.LogicalRelation.Irrelevance]
redtmwf_det [lemma, in LogRel.GenericTyping]
redtmwf_whne [lemma, in LogRel.GenericTyping]
redtmwf_whnf [lemma, in LogRel.GenericTyping]
redtmwf_Ltrans [lemma, in LogRel.GenericTyping]
redtmwf_boolElimFalse [lemma, in LogRel.GenericTyping]
redtmwf_boolElimTrue [lemma, in LogRel.GenericTyping]
redtmwf_natElimZero [lemma, in LogRel.GenericTyping]
redtmwf_appwk [lemma, in LogRel.GenericTyping]
redtmwf_app [lemma, in LogRel.GenericTyping]
redtmwf_trans [instance, in LogRel.GenericTyping]
redtmwf_refl [lemma, in LogRel.GenericTyping]
redtmwf_conv [definition, in LogRel.GenericTyping]
redtmwf_red [definition, in LogRel.GenericTyping]
redtmwf_wk [definition, in LogRel.GenericTyping]
redtmwf_meta_conv_ty [lemma, in LogRel.GenericTyping]
redtm_whnf [lemma, in LogRel.GenericTyping]
redtm_comp_beta [lemma, in LogRel.GenericTyping]
redtm_id_beta [lemma, in LogRel.GenericTyping]
redtm_red [lemma, in LogRel.GenericTyping]
redtm_meta_conv [lemma, in LogRel.GenericTyping]
redtm_prop [projection, in LogRel.GenericTyping]
redtm_Ltrans [projection, in LogRel.GenericTyping]
redtm_trans [projection, in LogRel.GenericTyping]
redtm_refl [projection, in LogRel.GenericTyping]
redtm_conv [projection, in LogRel.GenericTyping]
redtm_idElim [projection, in LogRel.GenericTyping]
redtm_idElimRefl [projection, in LogRel.GenericTyping]
redtm_snd [projection, in LogRel.GenericTyping]
redtm_snd_beta [projection, in LogRel.GenericTyping]
redtm_fst [projection, in LogRel.GenericTyping]
redtm_fst_beta [projection, in LogRel.GenericTyping]
redtm_emptyelim [projection, in LogRel.GenericTyping]
redtm_alpha [projection, in LogRel.GenericTyping]
redtm_alphaSubst [projection, in LogRel.GenericTyping]
redtm_boolElim [projection, in LogRel.GenericTyping]
redtm_boolElimFalse [projection, in LogRel.GenericTyping]
redtm_boolElimTrue [projection, in LogRel.GenericTyping]
redtm_natelim [projection, in LogRel.GenericTyping]
redtm_app [projection, in LogRel.GenericTyping]
redtm_natElimSucc [projection, in LogRel.GenericTyping]
redtm_natElimZero [projection, in LogRel.GenericTyping]
redtm_beta [projection, in LogRel.GenericTyping]
redtm_ty_src [projection, in LogRel.GenericTyping]
redtm_sound [projection, in LogRel.GenericTyping]
redtm_wk [projection, in LogRel.GenericTyping]
redtydecl_term [lemma, in LogRel.DeclarativeInstance]
redtydecl_wk [lemma, in LogRel.DeclarativeInstance]
redtydecl_red [lemma, in LogRel.DeclarativeTyping]
RedType [record, in LogRel.Notations]
RedType [inductive, in LogRel.Notations]
RedTypeProperties [record, in LogRel.GenericTyping]
RedTypeTrans [instance, in LogRel.DeclarativeInstance]
RedTyRecBwd [lemma, in LogRel.LogicalRelation]
RedTyRecFwd [lemma, in LogRel.LogicalRelation]
redtywf_det [lemma, in LogRel.GenericTyping]
redtywf_whne [lemma, in LogRel.GenericTyping]
redtywf_whnf [lemma, in LogRel.GenericTyping]
redtywf_Ltrans [lemma, in LogRel.GenericTyping]
redtywf_trans [instance, in LogRel.GenericTyping]
redtywf_refl [lemma, in LogRel.GenericTyping]
redtywf_term [lemma, in LogRel.GenericTyping]
redtywf_red [lemma, in LogRel.GenericTyping]
redtywf_wk [lemma, in LogRel.GenericTyping]
redty_whnf [lemma, in LogRel.GenericTyping]
redty_red [lemma, in LogRel.GenericTyping]
redty_prop [projection, in LogRel.GenericTyping]
redty_Ltrans [projection, in LogRel.GenericTyping]
redty_trans [projection, in LogRel.GenericTyping]
redty_refl [projection, in LogRel.GenericTyping]
redty_term [projection, in LogRel.GenericTyping]
redty_ty_src [projection, in LogRel.GenericTyping]
redty_sound [projection, in LogRel.GenericTyping]
redty_wk [projection, in LogRel.GenericTyping]
reducibleTm [lemma, in LogRel.Substitution.Escape]
reducibleTmEq [lemma, in LogRel.Substitution.Escape]
reducibleTy [lemma, in LogRel.Substitution.Escape]
reducibleTyEq [lemma, in LogRel.Substitution.Escape]
Reduction [section, in LogRel.LogicalRelation.Reduction]
Reduction [section, in LogRel.Substitution.Reduction]
Reduction [library]
Reduction [library]
redUOne [lemma, in LogRel.Substitution.Introductions.Nat]
redUOne [lemma, in LogRel.LogicalRelation.Universe]
redUOne [lemma, in LogRel.Substitution.Introductions.Empty]
redValidity [record, in LogRel.Validity]
redwfSubst [lemma, in LogRel.LogicalRelation.Reduction]
redwfSubstTerm [lemma, in LogRel.LogicalRelation.Reduction]
redwfSubstValid [lemma, in LogRel.Substitution.Reduction]
red_idElimMotive_substupup_cong [lemma, in LogRel.Substitution.Introductions.Id]
red_idElimMotive_substupup [lemma, in LogRel.Substitution.Introductions.Id]
red_whnf [lemma, in LogRel.LogicalRelation.ShapeView]
red_alphane [lemma, in LogRel.UntypedReduction]
red_Ltrans [lemma, in LogRel.UntypedReduction]
red_whnf [lemma, in LogRel.UntypedReduction]
red_whne [lemma, in LogRel.UntypedReduction]
Red_Ltrans [section, in LogRel.LogicalRelation.Monotonicity]
red_tm [projection, in LogRel.Notations]
red_tm [constructor, in LogRel.Notations]
red_ty [projection, in LogRel.Notations]
red_ty [constructor, in LogRel.Notations]
reflBoolRedTmEq [lemma, in LogRel.LogicalRelation.Reflexivity]
reflCongRed [lemma, in LogRel.LogicalRelation.Id]
reflCongValid [lemma, in LogRel.Substitution.Introductions.Id]
reflect [projection, in LogRel.LogicalRelation.Neutral]
reflEmptyRedTmEq [lemma, in LogRel.LogicalRelation.Reflexivity]
ReflexiveTransitiveClosure [section, in LogRel.Utils]
Reflexivities [section, in LogRel.LogicalRelation.Reflexivity]
Reflexivity [section, in LogRel.Substitution.Reflexivity]
Reflexivity [library]
Reflexivity [library]
reflIdPropEq [lemma, in LogRel.LogicalRelation.Reflexivity]
reflIdRedTmEq [lemma, in LogRel.LogicalRelation.Reflexivity]
reflIdSubstS [lemma, in LogRel.Substitution.Properties]
reflLRTmEq [definition, in LogRel.LogicalRelation.Reflexivity]
reflLRTmEq_inv [definition, in LogRel.LogicalRelation.Reflexivity]
reflLRTyEq [definition, in LogRel.LogicalRelation.Reflexivity]
reflNatRedTmEq [lemma, in LogRel.LogicalRelation.Reflexivity]
reflRed [lemma, in LogRel.LogicalRelation.Id]
reflRed' [lemma, in LogRel.LogicalRelation.Id]
reflSubst [lemma, in LogRel.Substitution.Irrelevance]
reflTransClos [inductive, in LogRel.Utils]
reflTransClos_sind [definition, in LogRel.Utils]
reflTransClos_rec [definition, in LogRel.Utils]
reflTransClos_ind [definition, in LogRel.Utils]
reflTransClos_rect [definition, in LogRel.Utils]
reflValid [lemma, in LogRel.Substitution.Introductions.Id]
reflValidTm [lemma, in LogRel.Substitution.Reflexivity]
reflValidTy [lemma, in LogRel.Substitution.Reflexivity]
RenNotations [module, in LogRel.AutoSubst.unscoped]
⟨ _ ; _ ⟩ (fscope) [notation, in LogRel.AutoSubst.unscoped]
⟨ _ ⟩ (fscope) [notation, in LogRel.AutoSubst.unscoped]
_ ⟨ _ ; _ ; _ ; _ ; _ ⟩ (subst_scope) [notation, in LogRel.AutoSubst.unscoped]
_ ⟨ _ ; _ ; _ ; _ ⟩ (subst_scope) [notation, in LogRel.AutoSubst.unscoped]
_ ⟨ _ ; _ ; _ ⟩ (subst_scope) [notation, in LogRel.AutoSubst.unscoped]
_ ⟨ _ ; _ ⟩ (subst_scope) [notation, in LogRel.AutoSubst.unscoped]
_ ⟨ _ ⟩ (subst_scope) [notation, in LogRel.AutoSubst.unscoped]
RenSnf [section, in LogRel.UntypedValues]
RenWhnf [section, in LogRel.NormalForms]
RenWhnf.ρ [variable, in LogRel.NormalForms]
RenWlWhnf [section, in LogRel.Weakening]
ren1 [projection, in LogRel.AutoSubst.unscoped]
Ren1 [record, in LogRel.AutoSubst.unscoped]
ren1 [constructor, in LogRel.AutoSubst.unscoped]
Ren1 [inductive, in LogRel.AutoSubst.unscoped]
Ren1_well_wk [instance, in LogRel.Weakening]
Ren1_wk [instance, in LogRel.Weakening]
Ren1_subst [instance, in LogRel.AutoSubst.Extra]
ren2 [projection, in LogRel.AutoSubst.unscoped]
Ren2 [record, in LogRel.AutoSubst.unscoped]
ren2 [constructor, in LogRel.AutoSubst.unscoped]
Ren2 [inductive, in LogRel.AutoSubst.unscoped]
ren3 [projection, in LogRel.AutoSubst.unscoped]
Ren3 [record, in LogRel.AutoSubst.unscoped]
ren3 [constructor, in LogRel.AutoSubst.unscoped]
Ren3 [inductive, in LogRel.AutoSubst.unscoped]
ren4 [projection, in LogRel.AutoSubst.unscoped]
Ren4 [record, in LogRel.AutoSubst.unscoped]
ren4 [constructor, in LogRel.AutoSubst.unscoped]
Ren4 [inductive, in LogRel.AutoSubst.unscoped]
ren5 [projection, in LogRel.AutoSubst.unscoped]
Ren5 [record, in LogRel.AutoSubst.unscoped]
ren5 [constructor, in LogRel.AutoSubst.unscoped]
Ren5 [inductive, in LogRel.AutoSubst.unscoped]
RPext [lemma, in LogRel.Substitution.Introductions.Nat]
RPext [lemma, in LogRel.Substitution.Introductions.Bool]
RPext [lemma, in LogRel.Substitution.Introductions.Empty]
rtc_transitive [instance, in LogRel.Utils]
rtc_reflexive [instance, in LogRel.Utils]
rtc_step [constructor, in LogRel.Utils]
rtc_refl [constructor, in LogRel.Utils]
S
scons [definition, in LogRel.AutoSubst.unscoped]scons_morphism2 [instance, in LogRel.AutoSubst.unscoped]
scons_morphism [instance, in LogRel.AutoSubst.unscoped]
scons_comp' [lemma, in LogRel.AutoSubst.unscoped]
scons_eta_id' [lemma, in LogRel.AutoSubst.unscoped]
scons_eta' [lemma, in LogRel.AutoSubst.unscoped]
set [constructor, in LogRel.BasicAst]
Sexist [constructor, in LogRel.LContexts]
SFalse [inductive, in LogRel.LContexts]
SFalse_sind [definition, in LogRel.LContexts]
SFalse_rec [definition, in LogRel.LContexts]
SFalse_ind [definition, in LogRel.LContexts]
SFalse_rect [definition, in LogRel.LContexts]
ShapeView [definition, in LogRel.LogicalRelation.ShapeView]
ShapeView [library]
ShapeViewConv [lemma, in LogRel.LogicalRelation.ShapeView]
ShapeViewRefl [lemma, in LogRel.LogicalRelation.ShapeView]
ShapeViews [section, in LogRel.LogicalRelation.ShapeView]
ShapeView3 [definition, in LogRel.LogicalRelation.ShapeView]
Shelved [definition, in LogRel.Utils]
shift [definition, in LogRel.AutoSubst.unscoped]
shiftPolyRed [lemma, in LogRel.LogicalRelation.SimpleArr]
shiftPolyRedEq [lemma, in LogRel.LogicalRelation.SimpleArr]
shift_up_ren [lemma, in LogRel.DeclarativeInstance]
shift_upRen [lemma, in LogRel.Weakening]
shift_subst_scons [lemma, in LogRel.Weakening]
shift_up_eq [lemma, in LogRel.AutoSubst.Extra]
SigCong [lemma, in LogRel.Substitution.Introductions.Sigma]
SigCongRed [lemma, in LogRel.Substitution.Introductions.Sigma]
SigCongTm [lemma, in LogRel.Substitution.Introductions.Sigma]
SigEqRed [lemma, in LogRel.Substitution.Introductions.Sigma]
sigEtaRed [lemma, in LogRel.Substitution.Introductions.Sigma]
sigEtaValid [lemma, in LogRel.Substitution.Introductions.Sigma]
SigInjValid [section, in LogRel.Substitution.Introductions.Sigma]
Sigma [library]
SigmaCongValidity [section, in LogRel.Substitution.Introductions.Sigma]
SigmaValidity [section, in LogRel.Substitution.Introductions.Sigma]
SigRed [lemma, in LogRel.Substitution.Introductions.Sigma]
SigRedTm [module, in LogRel.LogicalRelation]
SigRedTmEq [module, in LogRel.LogicalRelation]
SigRedTmEq.eq [projection, in LogRel.LogicalRelation]
SigRedTmEq.eqFst [projection, in LogRel.LogicalRelation]
SigRedTmEq.eqSnd [projection, in LogRel.LogicalRelation]
SigRedTmEq.eqTree [projection, in LogRel.LogicalRelation]
SigRedTmEq.redL [projection, in LogRel.LogicalRelation]
SigRedTmEq.redR [projection, in LogRel.LogicalRelation]
SigRedTmEq.SigRedTmEq [record, in LogRel.LogicalRelation]
SigRedTm.fstRed [projection, in LogRel.LogicalRelation]
SigRedTm.ispair [projection, in LogRel.LogicalRelation]
SigRedTm.nf [projection, in LogRel.LogicalRelation]
SigRedTm.red [projection, in LogRel.LogicalRelation]
SigRedTm.refl [projection, in LogRel.LogicalRelation]
SigRedTm.SigRedTm [record, in LogRel.LogicalRelation]
SigRedTm.sndRed [projection, in LogRel.LogicalRelation]
SigRedTm.sndTree [projection, in LogRel.LogicalRelation]
SigRedTy [module, in LogRel.LogicalRelation]
SigRedTy [definition, in LogRel.LogicalRelation]
SigRedTyAdequate [definition, in LogRel.LogicalRelation]
SigRedTyEq [definition, in LogRel.LogicalRelation]
SigRedU [lemma, in LogRel.Substitution.Introductions.Sigma]
sigT [inductive, in LogRel.Utils]
SigTmCongruence [section, in LogRel.Substitution.Introductions.Sigma]
sigTmEq [lemma, in LogRel.Substitution.Introductions.Sigma]
SigTmValidity [section, in LogRel.Substitution.Introductions.Sigma]
SigType [constructor, in LogRel.NormalForms]
sigT_sind [definition, in LogRel.Utils]
sigT_rec [definition, in LogRel.Utils]
sigT_ind [definition, in LogRel.Utils]
sigT_rect [definition, in LogRel.Utils]
SigValid [lemma, in LogRel.Substitution.Introductions.Sigma]
SigValidU [lemma, in LogRel.Substitution.Introductions.Sigma]
SimpleArr [library]
SimpleArr [library]
simpleArrCongValid [lemma, in LogRel.Substitution.Introductions.SimpleArr]
SimpleArrow [section, in LogRel.LogicalRelation.SimpleArr]
SimpleArrow.SimpleAppTerm [section, in LogRel.LogicalRelation.SimpleArr]
simpleArrValid [lemma, in LogRel.Substitution.Introductions.SimpleArr]
SimpleArrValidity [section, in LogRel.Substitution.Introductions.SimpleArr]
simple_compValid [lemma, in LogRel.Substitution.Introductions.SimpleArr]
simple_idValid [lemma, in LogRel.Substitution.Introductions.SimpleArr]
simple_appValid [lemma, in LogRel.Substitution.Introductions.SimpleArr]
simple_appcongTerm [lemma, in LogRel.LogicalRelation.SimpleArr]
simple_appTerm [lemma, in LogRel.LogicalRelation.SimpleArr]
simple_appTerm0 [lemma, in LogRel.LogicalRelation.SimpleArr]
simple_app_id [lemma, in LogRel.LogicalRelation.SimpleArr]
SingleSubst [section, in LogRel.Substitution.SingleSubst]
SingleSubst [library]
singleSubstComm [lemma, in LogRel.Substitution.SingleSubst]
singleSubstComm' [lemma, in LogRel.Substitution.SingleSubst]
singleSubstPoly [lemma, in LogRel.Substitution.SingleSubst]
singleSubstPoly2 [lemma, in LogRel.Substitution.SingleSubst]
singleSubstΠ1 [lemma, in LogRel.Substitution.SingleSubst]
singleSubstΠ2 [lemma, in LogRel.Substitution.SingleSubst]
singleSubstΣ1 [lemma, in LogRel.Substitution.SingleSubst]
Sinl [constructor, in LogRel.LContexts]
Sinr [constructor, in LogRel.LContexts]
snd [definition, in LogRel.Utils]
sndCongValid [lemma, in LogRel.Substitution.Introductions.Sigma]
sndPair [constructor, in LogRel.UntypedReduction]
sndRed [lemma, in LogRel.Substitution.Introductions.Sigma]
sndRedEq [lemma, in LogRel.Substitution.Introductions.Sigma]
sndSubst [constructor, in LogRel.UntypedReduction]
sndValid [lemma, in LogRel.Substitution.Introductions.Sigma]
sne [inductive, in LogRel.UntypedValues]
sne_ren [lemma, in LogRel.UntypedValues]
sne_whne [lemma, in LogRel.UntypedValues]
sne_ind [definition, in LogRel.UntypedValues]
sne_rec [definition, in LogRel.UntypedValues]
sne_tAlpha [constructor, in LogRel.UntypedValues]
sne_tSnd [constructor, in LogRel.UntypedValues]
sne_tFst [constructor, in LogRel.UntypedValues]
sne_tEmptyElim [constructor, in LogRel.UntypedValues]
sne_tBoolElim [constructor, in LogRel.UntypedValues]
sne_tNatElim [constructor, in LogRel.UntypedValues]
sne_tApp [constructor, in LogRel.UntypedValues]
sne_tRel [constructor, in LogRel.UntypedValues]
snf [inductive, in LogRel.UntypedValues]
snf_ren [lemma, in LogRel.UntypedValues]
snf_sne_ren [lemma, in LogRel.UntypedValues]
snf_red [lemma, in LogRel.UntypedValues]
snf_sne_rect [definition, in LogRel.UntypedValues]
snf_ind [definition, in LogRel.UntypedValues]
snf_rec [definition, in LogRel.UntypedValues]
snf_sne [constructor, in LogRel.UntypedValues]
snf_tPair [constructor, in LogRel.UntypedValues]
snf_tSig [constructor, in LogRel.UntypedValues]
snf_tFalse [constructor, in LogRel.UntypedValues]
snf_tTrue [constructor, in LogRel.UntypedValues]
snf_tBool [constructor, in LogRel.UntypedValues]
snf_tEmpty [constructor, in LogRel.UntypedValues]
snf_tSucc [constructor, in LogRel.UntypedValues]
snf_tZero [constructor, in LogRel.UntypedValues]
snf_tNat [constructor, in LogRel.UntypedValues]
snf_tLambda [constructor, in LogRel.UntypedValues]
snf_tProd [constructor, in LogRel.UntypedValues]
snf_tSort [constructor, in LogRel.UntypedValues]
snocEqSubst [definition, in LogRel.Validity]
snocValid [section, in LogRel.Validity]
snocValidSubst [definition, in LogRel.Validity]
snocVPack [definition, in LogRel.Validity]
Sor [inductive, in LogRel.LContexts]
sort [inductive, in LogRel.BasicAst]
sort_of_product [definition, in LogRel.BasicAst]
sort_sind [definition, in LogRel.BasicAst]
sort_rec [definition, in LogRel.BasicAst]
sort_ind [definition, in LogRel.BasicAst]
sort_rect [definition, in LogRel.BasicAst]
Sor_sind [definition, in LogRel.LContexts]
soundCtx [definition, in LogRel.Substitution.Properties]
soundCtxId [lemma, in LogRel.Substitution.Properties]
Split [lemma, in LogRel.LogicalRelation.Split]
Split [section, in LogRel.LogicalRelation.Split]
Split [section, in LogRel.Substitution.Split]
Split [library]
Split [library]
split_to_over_tree [lemma, in LogRel.Monad]
split_valid_subst_wk_id [lemma, in LogRel.Substitution.Introductions.Sigma]
Ssig [inductive, in LogRel.LContexts]
Ssig_sind [definition, in LogRel.LContexts]
Ssig_rec [definition, in LogRel.LContexts]
Ssig_ind [definition, in LogRel.LContexts]
Ssig_rect [definition, in LogRel.LContexts]
substEqIdElimMotive [lemma, in LogRel.Substitution.Introductions.Id]
substEqPolyRedEq [lemma, in LogRel.Substitution.Introductions.Poly]
substEq_idElimMotive_substupup [lemma, in LogRel.Substitution.Introductions.Id]
substEq_idElimMotive_substupupEq [lemma, in LogRel.Substitution.Introductions.Id]
substExtIdElimMotive [lemma, in LogRel.Substitution.Introductions.Id]
substExt_idElimMotive_substupup [lemma, in LogRel.Substitution.Introductions.Id]
substIdElimMotive [lemma, in LogRel.Substitution.Introductions.Id]
substLiftS [lemma, in LogRel.Substitution.SingleSubst]
substLiftSEq [lemma, in LogRel.Substitution.SingleSubst]
substLiftSEq' [lemma, in LogRel.Substitution.SingleSubst]
SubstNotations [module, in LogRel.AutoSubst.unscoped]
_ [ _ ; _ ] (subst_scope) [notation, in LogRel.AutoSubst.unscoped]
_ [ _ ] (subst_scope) [notation, in LogRel.AutoSubst.unscoped]
substPolyRed [lemma, in LogRel.Substitution.Introductions.Poly]
substPolyRedEq [lemma, in LogRel.Substitution.Introductions.Poly]
substS [lemma, in LogRel.Substitution.SingleSubst]
substSEq [lemma, in LogRel.Substitution.SingleSubst]
substSEq_wk [lemma, in LogRel.Substitution.Properties]
substSTm [lemma, in LogRel.Substitution.SingleSubst]
substSTmEq [lemma, in LogRel.Substitution.SingleSubst]
substS_wk [lemma, in LogRel.Substitution.Properties]
substSΠ [lemma, in LogRel.Substitution.SingleSubst]
substSΠaux [lemma, in LogRel.Substitution.SingleSubst]
substSΠeq [lemma, in LogRel.Substitution.SingleSubst]
subst_ren_subst_mixed2 [lemma, in LogRel.Weakening]
subst_ren_subst_mixed [lemma, in LogRel.Weakening]
subst_ren_wk_up2 [lemma, in LogRel.Weakening]
subst_ren_wk_up [lemma, in LogRel.Weakening]
subst_snd [lemma, in LogRel.Substitution.Introductions.Sigma]
subst_fst [lemma, in LogRel.Substitution.Introductions.Sigma]
subst_pair [lemma, in LogRel.Substitution.Introductions.Sigma]
subst_sig [lemma, in LogRel.Substitution.Introductions.Sigma]
subst_wk_id_tail [lemma, in LogRel.Substitution.Introductions.Poly]
subst_idElimMotive_substupup [lemma, in LogRel.Substitution.Introductions.Id]
subst_upup_scons2 [lemma, in LogRel.Substitution.Introductions.Id]
subst_scons2 [lemma, in LogRel.Substitution.Introductions.Id]
subst_Ltrans' [lemma, in LogRel.Substitution.Monotonicity]
subst_Ltrans [lemma, in LogRel.Substitution.Monotonicity]
subst_prod [lemma, in LogRel.AutoSubst.Extra]
subst_arr [lemma, in LogRel.AutoSubst.Extra]
subst1 [projection, in LogRel.AutoSubst.unscoped]
Subst1 [record, in LogRel.AutoSubst.unscoped]
subst1 [constructor, in LogRel.AutoSubst.unscoped]
Subst1 [inductive, in LogRel.AutoSubst.unscoped]
subst2 [projection, in LogRel.AutoSubst.unscoped]
Subst2 [record, in LogRel.AutoSubst.unscoped]
subst2 [constructor, in LogRel.AutoSubst.unscoped]
Subst2 [inductive, in LogRel.AutoSubst.unscoped]
subst3 [projection, in LogRel.AutoSubst.unscoped]
Subst3 [record, in LogRel.AutoSubst.unscoped]
subst3 [constructor, in LogRel.AutoSubst.unscoped]
Subst3 [inductive, in LogRel.AutoSubst.unscoped]
subst4 [projection, in LogRel.AutoSubst.unscoped]
Subst4 [record, in LogRel.AutoSubst.unscoped]
subst4 [constructor, in LogRel.AutoSubst.unscoped]
Subst4 [inductive, in LogRel.AutoSubst.unscoped]
subst5 [projection, in LogRel.AutoSubst.unscoped]
Subst5 [record, in LogRel.AutoSubst.unscoped]
subst5 [constructor, in LogRel.AutoSubst.unscoped]
Subst5 [inductive, in LogRel.AutoSubst.unscoped]
succcongValid [lemma, in LogRel.Substitution.Introductions.Nat]
SuccNat [constructor, in LogRel.NormalForms]
succRed [lemma, in LogRel.Substitution.Introductions.Nat]
succRedEq [lemma, in LogRel.Substitution.Introductions.Nat]
succRedInv [lemma, in LogRel.Substitution.Introductions.Nat]
succValid [lemma, in LogRel.Substitution.Introductions.Nat]
symLRPack [lemma, in LogRel.LogicalRelation.Irrelevance]
symmetrySubstEq [lemma, in LogRel.Substitution.Irrelevance]
symValidTmEq [lemma, in LogRel.Substitution.Irrelevance]
symValidTyEq [lemma, in LogRel.Substitution.Irrelevance]
T
tag [inductive, in LogRel.Notations]TermAlphaCong [constructor, in LogRel.DeclarativeTyping]
TermAppCong [constructor, in LogRel.DeclarativeTyping]
TermBoolElimCong [constructor, in LogRel.DeclarativeTyping]
TermBoolElimFalse [constructor, in LogRel.DeclarativeTyping]
TermBoolElimTrue [constructor, in LogRel.DeclarativeTyping]
TermBRed [constructor, in LogRel.DeclarativeTyping]
TermConv [constructor, in LogRel.DeclarativeTyping]
TermConvWf [record, in LogRel.GenericTyping]
TermEmptyElimCong [constructor, in LogRel.DeclarativeTyping]
termEqValidity [record, in LogRel.Validity]
TermFstBeta [constructor, in LogRel.DeclarativeTyping]
TermFstCong [constructor, in LogRel.DeclarativeTyping]
TermFunEta [constructor, in LogRel.DeclarativeTyping]
TermIdCong [constructor, in LogRel.DeclarativeTyping]
TermIdElim [constructor, in LogRel.DeclarativeTyping]
TermIdElimRefl [constructor, in LogRel.DeclarativeTyping]
TermLambdaCong [constructor, in LogRel.DeclarativeTyping]
TermNatElimCong [constructor, in LogRel.DeclarativeTyping]
TermNatElimSucc [constructor, in LogRel.DeclarativeTyping]
TermNatElimZero [constructor, in LogRel.DeclarativeTyping]
TermPairCong [constructor, in LogRel.DeclarativeTyping]
TermPairEta [constructor, in LogRel.DeclarativeTyping]
TermPiCong [constructor, in LogRel.DeclarativeTyping]
TermRedClosure [definition, in LogRel.DeclarativeTyping]
TermRedWf [record, in LogRel.GenericTyping]
TermRedWhnf [record, in LogRel.GenericTyping]
TermRefl [constructor, in LogRel.DeclarativeTyping]
TermReflCong [constructor, in LogRel.DeclarativeTyping]
TermSigCong [constructor, in LogRel.DeclarativeTyping]
TermSndBeta [constructor, in LogRel.DeclarativeTyping]
TermSndCong [constructor, in LogRel.DeclarativeTyping]
TermSuccCong [constructor, in LogRel.DeclarativeTyping]
TermSym [constructor, in LogRel.DeclarativeTyping]
TermTrans [constructor, in LogRel.DeclarativeTyping]
termValidity [record, in LogRel.Validity]
Times10 [constructor, in LogRel.Utils]
Times3 [constructor, in LogRel.Utils]
Times4 [constructor, in LogRel.Utils]
Times5 [constructor, in LogRel.Utils]
Times6 [constructor, in LogRel.Utils]
Times7 [constructor, in LogRel.Utils]
Times8 [constructor, in LogRel.Utils]
Times9 [constructor, in LogRel.Utils]
tmc_wf_conv [projection, in LogRel.GenericTyping]
tmc_wf_r [projection, in LogRel.GenericTyping]
tmc_wf_l [projection, in LogRel.GenericTyping]
TmEqIrrelevantCum [lemma, in LogRel.LogicalRelation.Irrelevance]
TmEqLogtoW [definition, in LogRel.LogicalRelation.Monotonicity]
TmEqLogtoW' [definition, in LogRel.LogicalRelation.Monotonicity]
TmEqRedConv [lemma, in LogRel.LogicalRelation.Irrelevance]
TmEqSplit [lemma, in LogRel.LogicalRelation.Split]
TmEqSplit' [lemma, in LogRel.LogicalRelation.Split]
tmEqValidity [record, in LogRel.Validity]
TmEqValidity_Ltrans [lemma, in LogRel.Substitution.Monotonicity]
TmEq_Ltrans' [lemma, in LogRel.LogicalRelation.Monotonicity]
TmEq_Ltrans [lemma, in LogRel.LogicalRelation.Monotonicity]
TmLogtoW [definition, in LogRel.LogicalRelation.Monotonicity]
TmLogtoW' [definition, in LogRel.LogicalRelation.Monotonicity]
tmred_whnf_whnf [projection, in LogRel.GenericTyping]
tmred_whnf_red [projection, in LogRel.GenericTyping]
tmr_wf_l [lemma, in LogRel.GenericTyping]
tmr_wf_red [projection, in LogRel.GenericTyping]
tmr_wf_r [projection, in LogRel.GenericTyping]
TmSplit [lemma, in LogRel.LogicalRelation.Split]
TmSplit' [lemma, in LogRel.LogicalRelation.Split]
TmValidity_Ltrans [lemma, in LogRel.Substitution.Monotonicity]
Tm_Ltrans' [lemma, in LogRel.LogicalRelation.Monotonicity]
Tm_Ltrans [lemma, in LogRel.LogicalRelation.Monotonicity]
tr [definition, in LogRel.Utils]
transEq [lemma, in LogRel.LogicalRelation.Transitivity]
transEqTerm [lemma, in LogRel.LogicalRelation.Transitivity]
transEqTermBool [lemma, in LogRel.LogicalRelation.Transitivity]
transEqTermEmpty [lemma, in LogRel.LogicalRelation.Transitivity]
transEqTermNat [lemma, in LogRel.LogicalRelation.Transitivity]
transEqTermNeu [lemma, in LogRel.LogicalRelation.Transitivity]
transEqTermU [lemma, in LogRel.LogicalRelation.Transitivity]
transEqTermΠ [lemma, in LogRel.LogicalRelation.Transitivity]
transEqTermΣ [lemma, in LogRel.LogicalRelation.Transitivity]
transIdPropEq [lemma, in LogRel.LogicalRelation.Transitivity]
Transitivity [section, in LogRel.LogicalRelation.Transitivity]
Transitivity [library]
transNeNfEq [lemma, in LogRel.LogicalRelation.Transitivity]
transport [definition, in LogRel.Validity]
transSubstEq [lemma, in LogRel.Substitution.Irrelevance]
transTmEqId [lemma, in LogRel.LogicalRelation.Transitivity]
transValidTmEq [lemma, in LogRel.Substitution.Irrelevance]
transValidTyEq [lemma, in LogRel.Substitution.Irrelevance]
TreeEqSplit [lemma, in LogRel.LogicalRelation.Split]
TreeSplit [lemma, in LogRel.LogicalRelation.Split]
TreeTmEqSplit [lemma, in LogRel.LogicalRelation.Split]
TreeTmSplit [lemma, in LogRel.LogicalRelation.Split]
TrueBool [constructor, in LogRel.NormalForms]
trueRed [lemma, in LogRel.Substitution.Introductions.Bool]
trueRedEq [lemma, in LogRel.Substitution.Introductions.Bool]
trueValid [lemma, in LogRel.Substitution.Introductions.Bool]
tyc_wf_conv [projection, in LogRel.GenericTyping]
tyc_wf_r [projection, in LogRel.GenericTyping]
tyc_wf_l [projection, in LogRel.GenericTyping]
TyEqIrrelevantCum [lemma, in LogRel.LogicalRelation.Irrelevance]
TyEqRecBwd [lemma, in LogRel.LogicalRelation]
TyEqRecFwd [lemma, in LogRel.LogicalRelation]
TyEqSym [lemma, in LogRel.LogicalRelation.Irrelevance]
TyEqValidity_Ltrans [lemma, in LogRel.Substitution.Monotonicity]
TypeAlphaConv [constructor, in LogRel.DeclarativeTyping]
TypeConvWf [record, in LogRel.GenericTyping]
typeEqValidity [record, in LogRel.Validity]
TypeErasure [section, in LogRel.DeclarativeTyping]
TypeIdCong [constructor, in LogRel.DeclarativeTyping]
TypeLevel [inductive, in LogRel.LogicalRelation]
TypeLevelLt [inductive, in LogRel.LogicalRelation]
TypeLevelLt_sind [definition, in LogRel.LogicalRelation]
TypeLevelLt_rec [definition, in LogRel.LogicalRelation]
TypeLevelLt_ind [definition, in LogRel.LogicalRelation]
TypeLevelLt_rect [definition, in LogRel.LogicalRelation]
TypeLevel_sind [definition, in LogRel.LogicalRelation]
TypeLevel_rec [definition, in LogRel.LogicalRelation]
TypeLevel_ind [definition, in LogRel.LogicalRelation]
TypeLevel_rect [definition, in LogRel.LogicalRelation]
TypePiCong [constructor, in LogRel.DeclarativeTyping]
TypeRedClosure [definition, in LogRel.DeclarativeTyping]
TypeRedWf [record, in LogRel.GenericTyping]
TypeRedWhnf [record, in LogRel.GenericTyping]
TypeRefl [constructor, in LogRel.DeclarativeTyping]
TypeSigCong [constructor, in LogRel.DeclarativeTyping]
TypeSym [constructor, in LogRel.DeclarativeTyping]
TypeTrans [constructor, in LogRel.DeclarativeTyping]
typeValidity [record, in LogRel.Validity]
Type_le_down [definition, in LogRel.Monad]
Type_le_step [definition, in LogRel.Monad]
Typing [section, in LogRel.Monad]
typing [projection, in LogRel.Notations]
Typing [record, in LogRel.Notations]
typing [constructor, in LogRel.Notations]
Typing [inductive, in LogRel.Notations]
TypingDecl [inductive, in LogRel.DeclarativeTyping]
TypingDecl_trans [lemma, in LogRel.DeclarativeTyping]
TypingDecl_sind [definition, in LogRel.DeclarativeTyping]
TypingDecl_rec [definition, in LogRel.DeclarativeTyping]
TypingDecl_ind [definition, in LogRel.DeclarativeTyping]
TypingDecl_rect [definition, in LogRel.DeclarativeTyping]
TypingProperties [record, in LogRel.GenericTyping]
TypingWk [section, in LogRel.DeclarativeInstance]
TypingWk.PCon [variable, in LogRel.DeclarativeInstance]
TypingWk.PTm [variable, in LogRel.DeclarativeInstance]
TypingWk.PTmEq [variable, in LogRel.DeclarativeInstance]
TypingWk.PTy [variable, in LogRel.DeclarativeInstance]
TypingWk.PTyEq [variable, in LogRel.DeclarativeInstance]
typing_wk [lemma, in LogRel.DeclarativeInstance]
typing_eta [lemma, in LogRel.GenericTyping]
typing_meta_conv [lemma, in LogRel.GenericTyping]
typ_prop [projection, in LogRel.GenericTyping]
tyred_whnf_whnf [projection, in LogRel.GenericTyping]
tyred_whnf_red [projection, in LogRel.GenericTyping]
tyr_wf_l [lemma, in LogRel.GenericTyping]
tyr_wf_red [projection, in LogRel.GenericTyping]
tyr_wf_r [projection, in LogRel.GenericTyping]
ty_over_tree [lemma, in LogRel.Monad]
ty_comp [lemma, in LogRel.GenericTyping]
ty_id' [lemma, in LogRel.GenericTyping]
ty_id [lemma, in LogRel.GenericTyping]
ty_simple_app [lemma, in LogRel.GenericTyping]
ty_var0 [lemma, in LogRel.GenericTyping]
ty_ϝ [projection, in LogRel.GenericTyping]
ty_Ltrans [projection, in LogRel.GenericTyping]
ty_conv [projection, in LogRel.GenericTyping]
ty_exp [projection, in LogRel.GenericTyping]
ty_IdElim [projection, in LogRel.GenericTyping]
ty_refl [projection, in LogRel.GenericTyping]
ty_Id [projection, in LogRel.GenericTyping]
ty_snd [projection, in LogRel.GenericTyping]
ty_fst [projection, in LogRel.GenericTyping]
ty_pair [projection, in LogRel.GenericTyping]
ty_sig [projection, in LogRel.GenericTyping]
ty_boolElim [projection, in LogRel.GenericTyping]
ty_alpha [projection, in LogRel.GenericTyping]
ty_false [projection, in LogRel.GenericTyping]
ty_true [projection, in LogRel.GenericTyping]
ty_bool [projection, in LogRel.GenericTyping]
ty_emptyElim [projection, in LogRel.GenericTyping]
ty_empty [projection, in LogRel.GenericTyping]
ty_natElim [projection, in LogRel.GenericTyping]
ty_succ [projection, in LogRel.GenericTyping]
ty_zero [projection, in LogRel.GenericTyping]
ty_nat [projection, in LogRel.GenericTyping]
ty_app [projection, in LogRel.GenericTyping]
ty_lam [projection, in LogRel.GenericTyping]
ty_prod [projection, in LogRel.GenericTyping]
ty_var [projection, in LogRel.GenericTyping]
ty_wk [projection, in LogRel.GenericTyping]
ty_app_ren [lemma, in LogRel.LogicalRelation.Neutral]
U
U [abbreviation, in LogRel.AutoSubst.Extra]uniqueinLCon [lemma, in LogRel.LContexts]
UnivEq [lemma, in LogRel.LogicalRelation.Universe]
UnivEqEq [lemma, in LogRel.LogicalRelation.Universe]
univEqTmEqTy [lemma, in LogRel.LogicalRelation.Universe]
univEqTmEqTy' [lemma, in LogRel.LogicalRelation.Universe]
univEqValid [lemma, in LogRel.Substitution.Introductions.Universe]
UnivEq' [lemma, in LogRel.LogicalRelation.Universe]
Universe [section, in LogRel.Substitution.Introductions.Universe]
Universe [library]
Universe [library]
UniverseReducibility [section, in LogRel.LogicalRelation.Universe]
UnivIrrelevanceLRPack [lemma, in LogRel.LogicalRelation.Irrelevance]
UnivPos [constructor, in LogRel.NormalForms]
univTmTy [lemma, in LogRel.LogicalRelation.Universe]
univTmTy' [lemma, in LogRel.LogicalRelation.Universe]
UnivType [constructor, in LogRel.NormalForms]
univValid [lemma, in LogRel.Substitution.Introductions.Universe]
Unnamed_thm [definition, in LogRel.LogicalRelation.NormalRed]
unscoped [library]
UnscopedNotations [module, in LogRel.AutoSubst.unscoped]
↑ (subst_scope) [notation, in LogRel.AutoSubst.unscoped]
_ .. (subst_scope) [notation, in LogRel.AutoSubst.unscoped]
UntypedReduction [library]
UntypedValues [library]
up_subst_single [lemma, in LogRel.Substitution.Introductions.Sigma]
up_liftSubst_eq [lemma, in LogRel.AutoSubst.Extra]
up_single_subst [lemma, in LogRel.AutoSubst.Extra]
up_liftSubst_eq [lemma, in LogRel.Substitution.Introductions.Empty]
up_single_subst [lemma, in LogRel.Substitution.Introductions.Empty]
up_allfv [definition, in LogRel.AutoSubst.unscoped]
up_ren_ren [lemma, in LogRel.AutoSubst.unscoped]
up_ren [definition, in LogRel.AutoSubst.unscoped]
URedTm [module, in LogRel.LogicalRelation]
URedTm.eq [projection, in LogRel.LogicalRelation]
URedTm.eqr [projection, in LogRel.LogicalRelation]
URedTm.red [projection, in LogRel.LogicalRelation]
URedTm.redL [projection, in LogRel.LogicalRelation]
URedTm.redR [projection, in LogRel.LogicalRelation]
URedTm.rel [projection, in LogRel.LogicalRelation]
URedTm.relEq [projection, in LogRel.LogicalRelation]
URedTm.relL [projection, in LogRel.LogicalRelation]
URedTm.relR [projection, in LogRel.LogicalRelation]
URedTm.te [projection, in LogRel.LogicalRelation]
URedTm.type [projection, in LogRel.LogicalRelation]
URedTm.URedTm [record, in LogRel.LogicalRelation]
URedTm.URedTmEq [record, in LogRel.LogicalRelation]
URedTy [module, in LogRel.LogicalRelation]
URedTyEq [module, in LogRel.LogicalRelation]
URedTyEq.red [projection, in LogRel.LogicalRelation]
URedTyEq.URedTyEq [record, in LogRel.LogicalRelation]
URedTy.level [projection, in LogRel.LogicalRelation]
URedTy.lt [projection, in LogRel.LogicalRelation]
URedTy.red [projection, in LogRel.LogicalRelation]
URedTy.URedTy [record, in LogRel.LogicalRelation]
URedTy.wfCtx [projection, in LogRel.LogicalRelation]
urefl [lemma, in LogRel.Utils]
Utils [library]
UValid [lemma, in LogRel.Substitution.Introductions.Universe]
V
VAd [module, in LogRel.Validity]VAd.adequate [projection, in LogRel.Validity]
VAd.pack [projection, in LogRel.Validity]
VAd.VAdequate [record, in LogRel.Validity]
validEmpty [definition, in LogRel.Validity]
validEmpty' [definition, in LogRel.Validity]
validEqTmSplit [lemma, in LogRel.Substitution.Split]
validEqTmSplit' [lemma, in LogRel.Substitution.Split]
validEqTySplit [lemma, in LogRel.Substitution.Split]
validEqTySplit' [lemma, in LogRel.Substitution.Split]
Validity [library]
Validity_Ltrans' [lemma, in LogRel.Substitution.Monotonicity]
Validity_Ltrans [lemma, in LogRel.Substitution.Monotonicity]
Validity_Ltrans [lemma, in LogRel.Validity]
validity_rect [lemma, in LogRel.Validity]
validRed [projection, in LogRel.Validity]
validSnoc [definition, in LogRel.Validity]
validSnoc' [definition, in LogRel.Validity]
validTm [projection, in LogRel.Validity]
validTmEq [projection, in LogRel.Validity]
validTmExt [projection, in LogRel.Validity]
validTmSplit [lemma, in LogRel.Substitution.Split]
validTmSplit' [lemma, in LogRel.Substitution.Split]
validTy [projection, in LogRel.Validity]
validTyEq [projection, in LogRel.Validity]
validTyExt [projection, in LogRel.Validity]
validTySplit [lemma, in LogRel.Substitution.Split]
Var [section, in LogRel.Substitution.Introductions.Var]
Var [record, in LogRel.AutoSubst.unscoped]
Var [inductive, in LogRel.AutoSubst.unscoped]
Var [library]
varnValid [lemma, in LogRel.Substitution.Introductions.Var]
var_zero [definition, in LogRel.AutoSubst.unscoped]
var0 [lemma, in LogRel.LogicalRelation.Neutral]
var0conv [lemma, in LogRel.LogicalRelation.Neutral]
var0Valid [lemma, in LogRel.Substitution.Introductions.Var]
var0Valid' [lemma, in LogRel.Substitution.Introductions.Var]
var1Valid [lemma, in LogRel.Substitution.Introductions.Var]
Veq [projection, in LogRel.Validity]
Vlhs [projection, in LogRel.Validity]
VPack [module, in LogRel.Validity]
VPackAdequate [definition, in LogRel.Validity]
VPack_Ltrans [lemma, in LogRel.Substitution.Monotonicity]
VPack_Ltrans [lemma, in LogRel.Validity]
VPack.eqSubst [projection, in LogRel.Validity]
VPack.validSubst [projection, in LogRel.Validity]
VPack.VPack [record, in LogRel.Validity]
VR [inductive, in LogRel.Validity]
VRel [definition, in LogRel.Validity]
VREmpty [constructor, in LogRel.Validity]
Vrhs [projection, in LogRel.Validity]
VRirrelevant [lemma, in LogRel.Substitution.Irrelevance]
VRSnoc [constructor, in LogRel.Validity]
VRSnoc' [definition, in LogRel.Validity]
VR_inv [lemma, in LogRel.Validity]
VR_rect [lemma, in LogRel.Validity]
Vty [projection, in LogRel.Validity]
W
WalphaRed [lemma, in LogRel.Substitution.Introductions.Bool]WalphaRedEq [lemma, in LogRel.Substitution.Introductions.Bool]
WappcongTerm [lemma, in LogRel.LogicalRelation.Application]
WappcongTerm' [lemma, in LogRel.LogicalRelation.Application]
WappTerm [lemma, in LogRel.LogicalRelation.Application]
WappTerm' [lemma, in LogRel.LogicalRelation.Application]
WarrRedCong' [lemma, in LogRel.LogicalRelation.SimpleArr]
WArrRedTy [lemma, in LogRel.LogicalRelation.SimpleArr]
WboolRed [lemma, in LogRel.Substitution.Introductions.Bool]
Wcomplete [definition, in LogRel.LogicalRelation.Neutral]
Wcompleteness [lemma, in LogRel.LogicalRelation.Neutral]
weakening [inductive, in LogRel.Weakening]
Weakening [library]
Weakening [library]
Weakenings [section, in LogRel.LogicalRelation.Weakening]
weakening_sind [definition, in LogRel.Weakening]
weakening_rec [definition, in LogRel.Weakening]
weakening_ind [definition, in LogRel.Weakening]
weakening_rect [definition, in LogRel.Weakening]
Weakening_Ltrans [section, in LogRel.LogicalRelation.Monotonicity]
wellformedSubst [lemma, in LogRel.Substitution.Properties]
wellformedSubstEq [lemma, in LogRel.Substitution.Properties]
WellSubst [inductive, in LogRel.GenericTyping]
WellSubst_sind [definition, in LogRel.GenericTyping]
WellSubst_rec [definition, in LogRel.GenericTyping]
WellSubst_ind [definition, in LogRel.GenericTyping]
WellSubst_rect [definition, in LogRel.GenericTyping]
well_formed_well_typed [definition, in LogRel.GenericTyping]
well_typed_well_formed [definition, in LogRel.GenericTyping]
well_formed_typed [projection, in LogRel.GenericTyping]
well_formed_class [projection, in LogRel.GenericTyping]
well_formed [record, in LogRel.GenericTyping]
well_typed_typed [projection, in LogRel.GenericTyping]
well_typed_type [projection, in LogRel.GenericTyping]
well_typed [record, in LogRel.GenericTyping]
well_subst_ext [lemma, in LogRel.GenericTyping]
well_scons [constructor, in LogRel.GenericTyping]
well_sempty [constructor, in LogRel.GenericTyping]
well_length [lemma, in LogRel.Weakening]
well_wk [projection, in LogRel.Weakening]
well_wk_compose [lemma, in LogRel.Weakening]
well_wk_id [lemma, in LogRel.Weakening]
well_weakening_sind [definition, in LogRel.Weakening]
well_weakening_rec [definition, in LogRel.Weakening]
well_weakening_ind [definition, in LogRel.Weakening]
well_weakening_rect [definition, in LogRel.Weakening]
well_up [constructor, in LogRel.Weakening]
well_step [constructor, in LogRel.Weakening]
well_empty [constructor, in LogRel.Weakening]
well_weakening [inductive, in LogRel.Weakening]
WEq_Ltrans' [lemma, in LogRel.LogicalRelation.Monotonicity]
WEq_Ltrans [lemma, in LogRel.LogicalRelation.Monotonicity]
Wescape [lemma, in LogRel.LogicalRelation.Escape]
WescapeConv [lemma, in LogRel.LogicalRelation.Escape]
WescapeEq [lemma, in LogRel.LogicalRelation.Escape]
WescapeEqTerm [definition, in LogRel.LogicalRelation.Escape]
WescapeTerm [definition, in LogRel.LogicalRelation.Escape]
WfalseRed [lemma, in LogRel.Substitution.Introductions.Bool]
WfalseRedEq [lemma, in LogRel.Substitution.Introductions.Bool]
WfContext [record, in LogRel.Notations]
WfContext [inductive, in LogRel.Notations]
WfContextDecl [inductive, in LogRel.DeclarativeTyping]
WfContextDecl_trans [lemma, in LogRel.DeclarativeTyping]
WfContextDecl_sind [definition, in LogRel.DeclarativeTyping]
WfContextDecl_rec [definition, in LogRel.DeclarativeTyping]
WfContextDecl_ind [definition, in LogRel.DeclarativeTyping]
WfContextDecl_rect [definition, in LogRel.DeclarativeTyping]
WfContextProperties [record, in LogRel.GenericTyping]
WfCSplit [lemma, in LogRel.Substitution.Split]
wfCtxOfsubstS [definition, in LogRel.Validity]
wfc_over_tree [lemma, in LogRel.Monad]
wfc_prop [projection, in LogRel.GenericTyping]
wfc_ϝ [projection, in LogRel.GenericTyping]
wfc_Ltrans [projection, in LogRel.GenericTyping]
wfc_redtm [projection, in LogRel.GenericTyping]
wfc_redty [projection, in LogRel.GenericTyping]
wfc_convtm [projection, in LogRel.GenericTyping]
wfc_convty [projection, in LogRel.GenericTyping]
wfc_ty [projection, in LogRel.GenericTyping]
wfc_wft [projection, in LogRel.GenericTyping]
wfc_cons [projection, in LogRel.GenericTyping]
wfc_nil [projection, in LogRel.GenericTyping]
WfC_Ltrans [lemma, in LogRel.Substitution.Monotonicity]
WfDeclInduction [lemma, in LogRel.DeclarativeTyping]
WfDeclInductionConcl [definition, in LogRel.DeclarativeTyping]
wfLCon [record, in LogRel.LContexts]
wfLCons [definition, in LogRel.LContexts]
wfLCon_le_trans [definition, in LogRel.LContexts]
wfLCon_le_id [definition, in LogRel.LContexts]
wfLCon_le [definition, in LogRel.LContexts]
wfTermAlpha [constructor, in LogRel.DeclarativeTyping]
wfTermApp [constructor, in LogRel.DeclarativeTyping]
wfTermBool [constructor, in LogRel.DeclarativeTyping]
wfTermBoolElim [constructor, in LogRel.DeclarativeTyping]
wfTermConv [constructor, in LogRel.DeclarativeTyping]
wfTermEmpty [constructor, in LogRel.DeclarativeTyping]
wfTermEmptyElim [constructor, in LogRel.DeclarativeTyping]
wfTermFalse [constructor, in LogRel.DeclarativeTyping]
wfTermFst [constructor, in LogRel.DeclarativeTyping]
wfTermId [constructor, in LogRel.DeclarativeTyping]
wfTermIdElim [constructor, in LogRel.DeclarativeTyping]
wfTermLam [constructor, in LogRel.DeclarativeTyping]
wfTermNat [constructor, in LogRel.DeclarativeTyping]
wfTermNatElim [constructor, in LogRel.DeclarativeTyping]
wfTermPair [constructor, in LogRel.DeclarativeTyping]
wfTermProd [constructor, in LogRel.DeclarativeTyping]
wfTermRefl [constructor, in LogRel.DeclarativeTyping]
wfTermSig [constructor, in LogRel.DeclarativeTyping]
wfTermSnd [constructor, in LogRel.DeclarativeTyping]
wfTermSucc [constructor, in LogRel.DeclarativeTyping]
wfTermTrue [constructor, in LogRel.DeclarativeTyping]
wfTermZero [constructor, in LogRel.DeclarativeTyping]
wftTypeId [constructor, in LogRel.DeclarativeTyping]
WfType [record, in LogRel.Notations]
WfType [inductive, in LogRel.Notations]
wfTypeBool [constructor, in LogRel.DeclarativeTyping]
WfTypeDecl [inductive, in LogRel.DeclarativeTyping]
WfTypeDecl_trans [lemma, in LogRel.DeclarativeTyping]
WfTypeDecl_sind [definition, in LogRel.DeclarativeTyping]
WfTypeDecl_rec [definition, in LogRel.DeclarativeTyping]
WfTypeDecl_ind [definition, in LogRel.DeclarativeTyping]
WfTypeDecl_rect [definition, in LogRel.DeclarativeTyping]
wfTypeEmpty [constructor, in LogRel.DeclarativeTyping]
wfTypeNat [constructor, in LogRel.DeclarativeTyping]
wfTypeProd [constructor, in LogRel.DeclarativeTyping]
WfTypeProperties [record, in LogRel.GenericTyping]
wfTypeSig [constructor, in LogRel.DeclarativeTyping]
wfTypeU [constructor, in LogRel.DeclarativeTyping]
wfTypeUniv [constructor, in LogRel.DeclarativeTyping]
wfty_prop [projection, in LogRel.GenericTyping]
wft_over_tree [lemma, in LogRel.Monad]
wft_wk1 [lemma, in LogRel.GenericTyping]
wft_simple_arr [lemma, in LogRel.GenericTyping]
wft_ϝ [projection, in LogRel.GenericTyping]
wft_Ltrans [projection, in LogRel.GenericTyping]
wft_term [projection, in LogRel.GenericTyping]
wft_Id [projection, in LogRel.GenericTyping]
wft_sig [projection, in LogRel.GenericTyping]
wft_prod [projection, in LogRel.GenericTyping]
wft_U [projection, in LogRel.GenericTyping]
wft_wk [projection, in LogRel.GenericTyping]
wfVar [constructor, in LogRel.DeclarativeTyping]
wf_LCon_sind [definition, in LogRel.LContexts]
wf_cons [constructor, in LogRel.LContexts]
wf_nil [constructor, in LogRel.LContexts]
wf_LCon [inductive, in LogRel.LContexts]
wf_type [projection, in LogRel.Notations]
wf_type [constructor, in LogRel.Notations]
wf_context [projection, in LogRel.Notations]
wf_context [constructor, in LogRel.Notations]
whne [inductive, in LogRel.NormalForms]
whne_ren_wl [lemma, in LogRel.Weakening]
whne_ren [lemma, in LogRel.NormalForms]
whne_sind [definition, in LogRel.NormalForms]
whne_rec [definition, in LogRel.NormalForms]
whne_ind [definition, in LogRel.NormalForms]
whne_rect [definition, in LogRel.NormalForms]
whne_containsne [constructor, in LogRel.NormalForms]
whne_tIdElim [constructor, in LogRel.NormalForms]
whne_tSnd [constructor, in LogRel.NormalForms]
whne_tFst [constructor, in LogRel.NormalForms]
whne_tEmptyElim [constructor, in LogRel.NormalForms]
whne_tBoolElim [constructor, in LogRel.NormalForms]
whne_tNatElim [constructor, in LogRel.NormalForms]
whne_tApp [constructor, in LogRel.NormalForms]
whne_tRel [constructor, in LogRel.NormalForms]
whne_nored [lemma, in LogRel.UntypedReduction]
whnf [inductive, in LogRel.NormalForms]
whnfnattoterm [lemma, in LogRel.NormalForms]
whnf_ren_wl [lemma, in LogRel.Weakening]
whnf_ren [lemma, in LogRel.NormalForms]
whnf_sind [definition, in LogRel.NormalForms]
whnf_rec [definition, in LogRel.NormalForms]
whnf_ind [definition, in LogRel.NormalForms]
whnf_rect [definition, in LogRel.NormalForms]
whnf_whne [constructor, in LogRel.NormalForms]
whnf_tRefl [constructor, in LogRel.NormalForms]
whnf_tId [constructor, in LogRel.NormalForms]
whnf_tPair [constructor, in LogRel.NormalForms]
whnf_tSig [constructor, in LogRel.NormalForms]
whnf_tFalse [constructor, in LogRel.NormalForms]
whnf_tTrue [constructor, in LogRel.NormalForms]
whnf_tBool [constructor, in LogRel.NormalForms]
whnf_tEmpty [constructor, in LogRel.NormalForms]
whnf_tSucc [constructor, in LogRel.NormalForms]
whnf_tZero [constructor, in LogRel.NormalForms]
whnf_tNat [constructor, in LogRel.NormalForms]
whnf_tLambda [constructor, in LogRel.NormalForms]
whnf_tProd [constructor, in LogRel.NormalForms]
whnf_tSort [constructor, in LogRel.NormalForms]
whnf_nored [lemma, in LogRel.UntypedReduction]
whredtm_Ltrans [lemma, in LogRel.GenericTyping]
whredtm_det [lemma, in LogRel.GenericTyping]
whredty_Ltrans [lemma, in LogRel.GenericTyping]
whredty_det [lemma, in LogRel.GenericTyping]
whred_red_alphane [lemma, in LogRel.UntypedReduction]
whred_det [lemma, in LogRel.UntypedReduction]
whred_red_det [lemma, in LogRel.UntypedReduction]
WIdCongRed [lemma, in LogRel.LogicalRelation.Id]
WIdCongRedU [lemma, in LogRel.LogicalRelation.Id]
WidElimCongRed [lemma, in LogRel.LogicalRelation.Id]
WidElimPropCongRed [lemma, in LogRel.LogicalRelation.Id]
WidElimPropRed [lemma, in LogRel.LogicalRelation.Id]
WidElimRed [lemma, in LogRel.LogicalRelation.Id]
WIdRed [lemma, in LogRel.LogicalRelation.Id]
WIdRedU [lemma, in LogRel.LogicalRelation.Id]
wk [projection, in LogRel.Weakening]
wk [lemma, in LogRel.LogicalRelation.Weakening]
wkBool [lemma, in LogRel.LogicalRelation.Weakening]
wkEmpty [lemma, in LogRel.LogicalRelation.Weakening]
wkEq [lemma, in LogRel.LogicalRelation.Weakening]
wkEq_Ltrans [lemma, in LogRel.LogicalRelation.Monotonicity]
wkId [lemma, in LogRel.LogicalRelation.Weakening]
wkNat [lemma, in LogRel.LogicalRelation.Weakening]
wkNeNf [lemma, in LogRel.LogicalRelation.Weakening]
wkNeNfEq [lemma, in LogRel.LogicalRelation.Weakening]
wkPoly [lemma, in LogRel.LogicalRelation.Weakening]
wkPolyEq [lemma, in LogRel.LogicalRelation.Weakening]
wkRedArr [lemma, in LogRel.LogicalRelation.SimpleArr]
wkSubstS [lemma, in LogRel.Substitution.Properties]
wkSubstSEq [lemma, in LogRel.Substitution.Properties]
wkTerm [lemma, in LogRel.LogicalRelation.Weakening]
wkTermEq [lemma, in LogRel.LogicalRelation.Weakening]
wkTmEq_Ltrans [lemma, in LogRel.LogicalRelation.Monotonicity]
wkTm_Ltrans [lemma, in LogRel.LogicalRelation.Monotonicity]
wkU [lemma, in LogRel.LogicalRelation.Weakening]
wkUTerm [lemma, in LogRel.LogicalRelation.Weakening]
wkValidTm [lemma, in LogRel.Substitution.Properties]
wkValidTy [lemma, in LogRel.Substitution.Properties]
wkValidTyEq [lemma, in LogRel.Substitution.Properties]
wk_comp_assoc [lemma, in LogRel.Weakening]
wk_comp_runit [lemma, in LogRel.Weakening]
wk_comp_lunit [lemma, in LogRel.Weakening]
wk_idElim [lemma, in LogRel.Weakening]
wk_up_wk1 [lemma, in LogRel.Weakening]
wk_step_wk1 [lemma, in LogRel.Weakening]
wk_refl [lemma, in LogRel.Weakening]
wk_Id [lemma, in LogRel.Weakening]
wk_comp [lemma, in LogRel.Weakening]
wk_snd [lemma, in LogRel.Weakening]
wk_fst [lemma, in LogRel.Weakening]
wk_pair [lemma, in LogRel.Weakening]
wk_sig [lemma, in LogRel.Weakening]
wk_prod [lemma, in LogRel.Weakening]
wk_elimSuccHypTy [lemma, in LogRel.Weakening]
wk_arr [lemma, in LogRel.Weakening]
wk_up_wk1_ren_on [lemma, in LogRel.Weakening]
wk_up_ren_on [lemma, in LogRel.Weakening]
wk_id_ren_on [lemma, in LogRel.Weakening]
wk_comp_ren_on [lemma, in LogRel.Weakening]
wk_up_ren_subst [lemma, in LogRel.Weakening]
wk_up_ren [lemma, in LogRel.Weakening]
wk_well_wk_compose [definition, in LogRel.Weakening]
wk_id [definition, in LogRel.Weakening]
wk_up [definition, in LogRel.Weakening]
wk_step [definition, in LogRel.Weakening]
wk_empty [definition, in LogRel.Weakening]
wk_well_wk [record, in LogRel.Weakening]
wk_compose_compose [lemma, in LogRel.Weakening]
wk_compose [definition, in LogRel.Weakening]
wk_to_ren_id [lemma, in LogRel.Weakening]
wk_to_ren [definition, in LogRel.Weakening]
wk_id_shift [lemma, in LogRel.Substitution.Introductions.Sigma]
wk_Ltrans [lemma, in LogRel.LogicalRelation.Monotonicity]
wk1 [definition, in LogRel.Weakening]
wk1SubstS [lemma, in LogRel.Substitution.Properties]
wk1SubstSEq [lemma, in LogRel.Substitution.Properties]
wk1ValidTm [lemma, in LogRel.Substitution.Properties]
wk1ValidTmEq [lemma, in LogRel.Substitution.Properties]
wk1ValidTy [lemma, in LogRel.Substitution.Properties]
wk1ValidTyEq [lemma, in LogRel.Substitution.Properties]
wk1_irr [lemma, in LogRel.Weakening]
wk1_ren_on [lemma, in LogRel.Weakening]
wk1_ren [lemma, in LogRel.Weakening]
wkΠ [lemma, in LogRel.LogicalRelation.Weakening]
wkΠTerm [lemma, in LogRel.LogicalRelation.Weakening]
wkΠ_eq [lemma, in LogRel.LogicalRelation.Weakening]
wkΣ [lemma, in LogRel.LogicalRelation.Weakening]
wkΣTerm [lemma, in LogRel.LogicalRelation.Weakening]
wkΣ_eq [lemma, in LogRel.LogicalRelation.Weakening]
WLogRel [record, in LogRel.LogicalRelation]
WLogRelEq [record, in LogRel.LogicalRelation]
WLogRelTm [record, in LogRel.LogicalRelation]
WLogRelTmEq [record, in LogRel.LogicalRelation]
WLRCumulative [lemma, in LogRel.LogicalRelation.Irrelevance]
WLRCumulative' [lemma, in LogRel.LogicalRelation.Irrelevance]
WLREqTermHelper [lemma, in LogRel.LogicalRelation.Transitivity]
WLREqTermSymConv [lemma, in LogRel.LogicalRelation.Transitivity]
WLREq_embedding [lemma, in LogRel.LogicalRelation.Induction]
WLRTmEqIrrelevantCum' [lemma, in LogRel.LogicalRelation.Irrelevance]
WLRTmEqIrrelevant' [lemma, in LogRel.LogicalRelation.Irrelevance]
WLRTmEqRedConv [lemma, in LogRel.LogicalRelation.Irrelevance]
WLRTmEqSym [lemma, in LogRel.LogicalRelation.Irrelevance]
WLRTmEq_embedding [lemma, in LogRel.LogicalRelation.Induction]
WLRTmRedConv [lemma, in LogRel.LogicalRelation.Irrelevance]
WLRTmRedIrrelevantCum' [lemma, in LogRel.LogicalRelation.Irrelevance]
WLRTmRedIrrelevant' [lemma, in LogRel.LogicalRelation.Irrelevance]
WLRTmTmEqIrrelevant' [lemma, in LogRel.LogicalRelation.Irrelevance]
WLRTm_embedding [lemma, in LogRel.LogicalRelation.Induction]
WLRTransEq [lemma, in LogRel.LogicalRelation.Irrelevance]
WLRTyEqIrrelevantCum' [lemma, in LogRel.LogicalRelation.Irrelevance]
WLRTyEqIrrelevant' [lemma, in LogRel.LogicalRelation.Irrelevance]
WLRTyEqSym [lemma, in LogRel.LogicalRelation.Irrelevance]
WLR_embedding [lemma, in LogRel.LogicalRelation.Induction]
WLtrans [lemma, in LogRel.LogicalRelation.Monotonicity]
WnatRed [lemma, in LogRel.Substitution.Introductions.Nat]
WneuTerm [lemma, in LogRel.LogicalRelation.Neutral]
WneuTermEq [lemma, in LogRel.LogicalRelation.Neutral]
WnormEqRedΣ [definition, in LogRel.LogicalRelation.NormalRed]
WnormLambda [definition, in LogRel.LogicalRelation.NormalRed]
WnormPair [definition, in LogRel.LogicalRelation.NormalRed]
WnormRedΠ [definition, in LogRel.LogicalRelation.NormalRed]
WnormRedΣ [definition, in LogRel.LogicalRelation.NormalRed]
WpairFstRed [lemma, in LogRel.Substitution.Introductions.Sigma]
WpairFstRedEq [lemma, in LogRel.Substitution.Introductions.Sigma]
WpairRed [lemma, in LogRel.Substitution.Introductions.Sigma]
WpairSndRed [lemma, in LogRel.Substitution.Introductions.Sigma]
WPol [projection, in LogRel.LogicalRelation]
WPolEq [projection, in LogRel.LogicalRelation]
WPolyRed [record, in LogRel.LogicalRelation]
WPolyRedEq [record, in LogRel.LogicalRelation]
WpolyRedEqId [lemma, in LogRel.Substitution.Introductions.Poly]
WpolyRedId [lemma, in LogRel.Substitution.Introductions.Poly]
WRed [projection, in LogRel.LogicalRelation]
WRedEq [projection, in LogRel.LogicalRelation]
WredFwd [lemma, in LogRel.LogicalRelation.Reduction]
WRedPol [projection, in LogRel.LogicalRelation]
WRedPolEq [projection, in LogRel.LogicalRelation]
WredSubst [lemma, in LogRel.LogicalRelation.Reduction]
WredSubstTerm [lemma, in LogRel.LogicalRelation.Reduction]
WRedTm [projection, in LogRel.LogicalRelation]
WRedTmEq [projection, in LogRel.LogicalRelation]
WredTmFwd [lemma, in LogRel.LogicalRelation.Reduction]
WredTmFwdConv [lemma, in LogRel.LogicalRelation.Reduction]
WredwfSubstTerm [lemma, in LogRel.LogicalRelation.Reduction]
WreflCongRed [lemma, in LogRel.LogicalRelation.Id]
Wreflect [lemma, in LogRel.LogicalRelation.Neutral]
WreflLRTmEq [definition, in LogRel.LogicalRelation.Reflexivity]
WreflLRTmEq_inv [definition, in LogRel.LogicalRelation.Reflexivity]
WreflLRTyEq [definition, in LogRel.LogicalRelation.Reflexivity]
WreflRed [lemma, in LogRel.LogicalRelation.Id]
WreflRed' [lemma, in LogRel.LogicalRelation.Id]
Wsimple_appcongTerm [lemma, in LogRel.LogicalRelation.SimpleArr]
Wsimple_appTerm [lemma, in LogRel.LogicalRelation.SimpleArr]
WsuccRed [lemma, in LogRel.Substitution.Introductions.Nat]
WsuccRedEq [lemma, in LogRel.Substitution.Introductions.Nat]
WT [projection, in LogRel.LogicalRelation]
WTEq [projection, in LogRel.LogicalRelation]
WTmEq_Ltrans' [lemma, in LogRel.LogicalRelation.Monotonicity]
WTmEq_Ltrans [lemma, in LogRel.LogicalRelation.Monotonicity]
WTm_Ltrans' [lemma, in LogRel.LogicalRelation.Monotonicity]
WTm_Ltrans [lemma, in LogRel.LogicalRelation.Monotonicity]
WtransEq [lemma, in LogRel.LogicalRelation.Transitivity]
WtransEqTerm [lemma, in LogRel.LogicalRelation.Transitivity]
WtrueRed [lemma, in LogRel.Substitution.Introductions.Bool]
WtrueRedEq [lemma, in LogRel.Substitution.Introductions.Bool]
WTTm [projection, in LogRel.LogicalRelation]
WTTmEq [projection, in LogRel.LogicalRelation]
WUnivEq [lemma, in LogRel.LogicalRelation.Universe]
WUnivEqEq [lemma, in LogRel.LogicalRelation.Universe]
Wvar0 [lemma, in LogRel.LogicalRelation.Neutral]
Wwk [lemma, in LogRel.LogicalRelation.Weakening]
WwkEq [lemma, in LogRel.LogicalRelation.Weakening]
WwkEqTm_Ltrans [lemma, in LogRel.LogicalRelation.Monotonicity]
WwkEq_Ltrans [lemma, in LogRel.LogicalRelation.Monotonicity]
WwkTerm [lemma, in LogRel.LogicalRelation.Weakening]
WwkTermEq [lemma, in LogRel.LogicalRelation.Weakening]
WwkTm_Ltrans [lemma, in LogRel.LogicalRelation.Monotonicity]
Wwk_Ltrans [lemma, in LogRel.LogicalRelation.Monotonicity]
WzeroRed [lemma, in LogRel.Substitution.Introductions.Nat]
WzeroRedEq [lemma, in LogRel.Substitution.Introductions.Nat]
Z
zero [constructor, in LogRel.LogicalRelation]ZeroNat [constructor, in LogRel.NormalForms]
zeroRed [lemma, in LogRel.Substitution.Introductions.Nat]
zeroRedEq [lemma, in LogRel.Substitution.Introductions.Nat]
zeroValid [lemma, in LogRel.Substitution.Introductions.Nat]
_
_wk_id [definition, in LogRel.Weakening]_wk_up [constructor, in LogRel.Weakening]
_wk_step [constructor, in LogRel.Weakening]
_wk_empty [constructor, in LogRel.Weakening]
other
↑ (asubst_scope) [notation, in LogRel.AutoSubst.Extra]_ .. (asubst_scope) [notation, in LogRel.AutoSubst.Extra]
_ [ _ ]⇑ (asubst_scope) [notation, in LogRel.AutoSubst.Extra]
_ [ _ ] (asubst_scope) [notation, in LogRel.AutoSubst.Extra]
_ ⟨ _ ⟩ (asubst_scope) [notation, in LogRel.AutoSubst.Extra]
_ .: _ (asubst_scope) [notation, in LogRel.AutoSubst.Extra]
( _ ; .. ; _ ; _ ) (core_scope) [notation, in LogRel.Utils]
( _ , .. , _ , _ ) (core_scope) [notation, in LogRel.Utils]
_ >> _ (function_scope) [notation, in LogRel.AutoSubst.Extra]
∑ _ .. _ , _ (type_scope) [notation, in LogRel.Utils]
[ × _ , _ , _ , _ , _ , _ , _ , _ , _ & _ ] (type_scope) [notation, in LogRel.Utils]
[ × _ , _ , _ , _ , _ , _ , _ , _ & _ ] (type_scope) [notation, in LogRel.Utils]
[ × _ , _ , _ , _ , _ , _ , _ & _ ] (type_scope) [notation, in LogRel.Utils]
[ × _ , _ , _ , _ , _ , _ & _ ] (type_scope) [notation, in LogRel.Utils]
[ × _ , _ , _ , _ , _ & _ ] (type_scope) [notation, in LogRel.Utils]
[ × _ , _ , _ , _ & _ ] (type_scope) [notation, in LogRel.Utils]
[ × _ , _ , _ & _ ] (type_scope) [notation, in LogRel.Utils]
[ × _ , _ & _ ] (type_scope) [notation, in LogRel.Utils]
[ × _ & _ ] (type_scope) [notation, in LogRel.Utils]
~ _ (type_scope) [notation, in LogRel.Utils]
[ |-[ _ ] _ ≅ _ ]< _ > (typing_scope) [notation, in LogRel.GenericTyping]
[ |- _ ≅ _ ]< _ > (typing_scope) [notation, in LogRel.GenericTyping]
[ _ |-[ _ ]s _ ≅ _ : _ ]< _ > (typing_scope) [notation, in LogRel.GenericTyping]
[ _ |-s _ ≅ _ : _ ]< _ > (typing_scope) [notation, in LogRel.GenericTyping]
[ _ |-[ _ ]s _ : _ ]< _ > (typing_scope) [notation, in LogRel.GenericTyping]
[ _ |-s _ : _ ]< _ > (typing_scope) [notation, in LogRel.GenericTyping]
[ _ |-[ _ ] _ :⤳*: _ : _ ]< _ > (typing_scope) [notation, in LogRel.GenericTyping]
[ _ |- _ :⤳*: _ : _ ]< _ > (typing_scope) [notation, in LogRel.GenericTyping]
[ _ |-[ _ ] _ :⤳*: _ ]< _ > (typing_scope) [notation, in LogRel.GenericTyping]
[ _ |- _ :⤳*: _ ]< _ > (typing_scope) [notation, in LogRel.GenericTyping]
[ _ |-[ _ ] _ :≅: _ : _ ]< _ > (typing_scope) [notation, in LogRel.GenericTyping]
[ _ |- _ :≅: _ : _ ]< _ > (typing_scope) [notation, in LogRel.GenericTyping]
[ _ |-[ _ ] _ :≅: _ ]< _ > (typing_scope) [notation, in LogRel.GenericTyping]
[ _ |- _ :≅: _ ]< _ > (typing_scope) [notation, in LogRel.GenericTyping]
[ _ |-[ _ ] _ ↘ _ : _ ]< _ > (typing_scope) [notation, in LogRel.GenericTyping]
[ _ |- _ ↘ _ : _ ]< _ > (typing_scope) [notation, in LogRel.GenericTyping]
[ _ |-[ _ ] _ ↘ _ ]< _ > (typing_scope) [notation, in LogRel.GenericTyping]
[ _ |- _ ↘ _ ]< _ > (typing_scope) [notation, in LogRel.GenericTyping]
[ _ ⤳* _ ]< _ > (typing_scope) [notation, in LogRel.UntypedReduction]
[ _ ⤳ _ ]< _ > (typing_scope) [notation, in LogRel.UntypedReduction]
[ _ |-[ _ ] _ ⤳* _ : _ ]< _ > (typing_scope) [notation, in LogRel.Notations]
[ _ |- _ ⤳* _ : _ ]< _ > (typing_scope) [notation, in LogRel.Notations]
[ _ |-[ _ ] _ ⤳* _ ]< _ > (typing_scope) [notation, in LogRel.Notations]
[ _ |- _ ⤳* _ ]< _ > (typing_scope) [notation, in LogRel.Notations]
[ _ |-[ _ ] _ ⤳ _ : _ ]< _ > (typing_scope) [notation, in LogRel.Notations]
[ _ |- _ ⤳ _ : _ ]< _ > (typing_scope) [notation, in LogRel.Notations]
[ _ |-[ _ ] _ ~ _ : _ ]< _ > (typing_scope) [notation, in LogRel.Notations]
[ _ |- _ ~ _ : _ ]< _ > (typing_scope) [notation, in LogRel.Notations]
[ _ |-[ _ ] _ ~h _ ▹ _ ]< _ > (typing_scope) [notation, in LogRel.Notations]
[ _ |- _ ~h _ ▹ _ ]< _ > (typing_scope) [notation, in LogRel.Notations]
[ _ |-[ _ ] _ ~ _ ▹ _ ]< _ > (typing_scope) [notation, in LogRel.Notations]
[ _ |- _ ~ _ ▹ _ ]< _ > (typing_scope) [notation, in LogRel.Notations]
[ _ |-[ _ ] _ ≅h _ : _ ]< _ > (typing_scope) [notation, in LogRel.Notations]
[ _ |- _ ≅h _ : _ ]< _ > (typing_scope) [notation, in LogRel.Notations]
[ _ |-[ _ ] _ ≅ _ : _ ]< _ > (typing_scope) [notation, in LogRel.Notations]
[ _ |- _ ≅ _ : _ ]< _ > (typing_scope) [notation, in LogRel.Notations]
[ _ |-[ _ ] _ ≅h _ ]< _ > (typing_scope) [notation, in LogRel.Notations]
[ _ |- _ ≅h _ ]< _ > (typing_scope) [notation, in LogRel.Notations]
[ _ |-[ _ ] _ ≅ _ ]< _ > (typing_scope) [notation, in LogRel.Notations]
[ _ |- _ ≅ _ ]< _ > (typing_scope) [notation, in LogRel.Notations]
[ _ |-[ _ ] _ ▹h _ ]< _ > (typing_scope) [notation, in LogRel.Notations]
[ _ |- _ ▹h _ ]< _ > (typing_scope) [notation, in LogRel.Notations]
[ _ |-[ _ ] _ ▹ _ ]< _ > (typing_scope) [notation, in LogRel.Notations]
[ _ |- _ ▹ _ ]< _ > (typing_scope) [notation, in LogRel.Notations]
[ _ |-[ _ ] _ ◃ _ ]< _ > (typing_scope) [notation, in LogRel.Notations]
[ _ |- _ ◃ _ ]< _ > (typing_scope) [notation, in LogRel.Notations]
[ _ |-[ _ ] _ : _ ]< _ > (typing_scope) [notation, in LogRel.Notations]
[ _ |- _ : _ ]< _ > (typing_scope) [notation, in LogRel.Notations]
[ _ |-[ _ ] _ ]< _ > (typing_scope) [notation, in LogRel.Notations]
[ _ |- _ ]< _ > (typing_scope) [notation, in LogRel.Notations]
[ |-[ _ ] _ ]< _ > (typing_scope) [notation, in LogRel.Notations]
[ |- _ ]< _ > (typing_scope) [notation, in LogRel.Notations]
_ ∘w _ [notation, in LogRel.Weakening]
_ ≤ _ [notation, in LogRel.Weakening]
_ •ε _ [notation, in LogRel.LContexts]
_ ≤ε _ [notation, in LogRel.LContexts]
_ ,,l ( _ , _ ) [notation, in LogRel.LContexts]
_ << _ [notation, in LogRel.LogicalRelation]
_ .π2 [notation, in LogRel.Utils]
_ .π1 [notation, in LogRel.Utils]
_ × _ [notation, in LogRel.Utils]
_ <~> _ [notation, in LogRel.Utils]
_ =2 _ [notation, in LogRel.Utils]
_ =1 _ [notation, in LogRel.Utils]
_ ,,, _ [notation, in LogRel.Context]
_ ,, _ [notation, in LogRel.Context]
eta_expand _ [notation, in LogRel.AutoSubst.Extra]
idε [notation, in LogRel.LContexts]
list_map [notation, in LogRel.AutoSubst.core]
W[ _ ||-< _ > _ ≅ _ : _ | _ ]< _ > [notation, in LogRel.LogicalRelation]
W[ _ ||-< _ > _ : _ | _ ]< _ > [notation, in LogRel.LogicalRelation]
W[ _ ||-< _ > _ ≅ _ | _ ]< _ > [notation, in LogRel.LogicalRelation]
W[ _ ||-< _ > _ ]< _ > [notation, in LogRel.LogicalRelation]
#| _ | [notation, in LogRel.Utils]
[ _ |- _ ⤳* _ ∈ _ ]< _ > [notation, in LogRel.DeclarativeTyping]
[ _ ||-Id< _ > _ ≅ _ : _ | _ ]< _ > [notation, in LogRel.LogicalRelation]
[ _ ||-Id< _ > _ : _ | _ ]< _ > [notation, in LogRel.LogicalRelation]
[ _ ||-Id< _ > _ ≅ _ | _ ]< _ > [notation, in LogRel.LogicalRelation]
[ _ ||-Id< _ > _ ]< _ > [notation, in LogRel.LogicalRelation]
[ _ ||-Σ< _ > _ ]< _ > [notation, in LogRel.LogicalRelation]
[ _ ||-Π< _ > _ ]< _ > [notation, in LogRel.LogicalRelation]
[ _ ||-< _ > _ ≅ _ : _ | _ ]< _ > [notation, in LogRel.LogicalRelation]
[ _ ||-< _ > _ : _ | _ ]< _ > [notation, in LogRel.LogicalRelation]
[ _ ||-< _ > _ ≅ _ | _ ]< _ > [notation, in LogRel.LogicalRelation]
[ _ ||-< _ > _ ]< _ > [notation, in LogRel.LogicalRelation]
[ _ ||-Empty _ ≅ _ : _ | _ ]< _ > [notation, in LogRel.LogicalRelation]
[ _ ||-Empty _ : _ | _ ]< _ > [notation, in LogRel.LogicalRelation]
[ _ ||-Empty _ ≅ _ | _ ]< _ > [notation, in LogRel.LogicalRelation]
[ _ ||-Empty _ ]< _ > [notation, in LogRel.LogicalRelation]
[ _ ||-Bool _ ≅ _ : _ | _ ]< _ > [notation, in LogRel.LogicalRelation]
[ _ ||-Bool _ : _ | _ ]< _ > [notation, in LogRel.LogicalRelation]
[ _ ||-Bool _ ≅ _ | _ ]< _ > [notation, in LogRel.LogicalRelation]
[ _ ||-Bool _ ]< _ > [notation, in LogRel.LogicalRelation]
[ _ ||-Nat _ ≅ _ : _ | _ ]< _ > [notation, in LogRel.LogicalRelation]
[ _ ||-Nat _ : _ | _ ]< _ > [notation, in LogRel.LogicalRelation]
[ _ ||-Nat _ ≅ _ | _ ]< _ > [notation, in LogRel.LogicalRelation]
[ _ ||-Nat _ ]< _ > [notation, in LogRel.LogicalRelation]
[ _ ||-NeNf _ ≅ _ : _ ]< _ > [notation, in LogRel.LogicalRelation]
[ _ ||-NeNf _ : _ ]< _ > [notation, in LogRel.LogicalRelation]
[ _ ||-Σ _ ≅ _ : _ | _ ]< _ > [notation, in LogRel.LogicalRelation]
[ _ ||-Σ _ : _ | _ ]< _ > [notation, in LogRel.LogicalRelation]
[ _ ||-Π _ ≅ _ : _ | _ ]< _ > [notation, in LogRel.LogicalRelation]
[ _ ||-Π _ : _ | _ ]< _ > [notation, in LogRel.LogicalRelation]
[ _ ||-Π _ ≅ _ | _ ]< _ > [notation, in LogRel.LogicalRelation]
[ _ ||-Πd _ ]< _ > [notation, in LogRel.LogicalRelation]
[ _ | _ ||-U _ ≅ _ : _ | _ ]< _ > [notation, in LogRel.LogicalRelation]
[ _ | _ ||-U _ : _ | _ ]< _ > [notation, in LogRel.LogicalRelation]
[ _ ||-U≅ _ ]< _ > [notation, in LogRel.LogicalRelation]
[ _ ||-U< _ > _ ]< _ > [notation, in LogRel.LogicalRelation]
[ _ ||-ne _ ≅ _ : _ | _ ]< _ > [notation, in LogRel.LogicalRelation]
[ _ ||-ne _ : _ | _ ]< _ > [notation, in LogRel.LogicalRelation]
[ _ ||-ne _ ≅ _ | _ ]< _ > [notation, in LogRel.LogicalRelation]
[ _ ||-ne _ ]< _ > [notation, in LogRel.LogicalRelation]
[ _ | _ ||- _ ≅ _ : _ | _ ]< _ > [notation, in LogRel.LogicalRelation]
[ _ | _ ||- _ : _ | _ ]< _ > [notation, in LogRel.LogicalRelation]
[ _ | _ ||- _ ≅ _ | _ ]< _ > [notation, in LogRel.LogicalRelation]
[ _ | _ ||- _ ]< _ > [notation, in LogRel.LogicalRelation]
[ _ | _ ||- _ ≅ _ : _ ]< _ > [notation, in LogRel.LogicalRelation]
[ _ | _ ||- _ : _ ]< _ > [notation, in LogRel.LogicalRelation]
[ _ | _ ||- _ ≅ _ ]< _ > [notation, in LogRel.LogicalRelation]
[ _ ||-v _ :⤳*: _ : _ | _ ]< _ > [notation, in LogRel.Validity]
[ _ ||-v< _ > _ ≅ _ : _ | _ ]< _ > [notation, in LogRel.Validity]
[ _ ||-v< _ > _ ≅ _ : _ | _ | _ ]< _ > [notation, in LogRel.Validity]
[ _ ||-v< _ > _ ≅ _ | _ | _ ]< _ > [notation, in LogRel.Validity]
[ _ ||-v< _ > _ : _ | _ | _ ]< _ > [notation, in LogRel.Validity]
[ _ ||-v< _ > _ | _ ]< _ > [notation, in LogRel.Validity]
[ _ ||-v _ ≅ _ : _ | _ | _ | _ | _ ]< _ > [notation, in LogRel.Validity]
[ _ ||-v _ : _ | _ | _ | _ ]< _ > [notation, in LogRel.Validity]
[ _ | _ ||-v< _ > _ ]< _ > [notation, in LogRel.Validity]
[ _ | _ ||-v _ ≅ _ : _ | _ | _ | _ | _ ]< _ > [notation, in LogRel.Validity]
[ _ | _ ||-v _ : _ | _ | _ | _ ]< _ > [notation, in LogRel.Validity]
[ _ | ||-v _ ]< _ > [notation, in LogRel.Validity]
[ _ | _ ||-v _ ≅ _ : _ | _ | _ | _ ]< _ > [notation, in LogRel.Validity]
[ _ | _ ||-v _ : _ | _ | _ ]< _ > [notation, in LogRel.Validity]
[||-v _ ]< _ > [notation, in LogRel.Validity]
`=1` [notation, in LogRel.Utils]
`=2` [notation, in LogRel.Utils]
ε [notation, in LogRel.Context]
ΠIrrelevanceLRPack [lemma, in LogRel.LogicalRelation.Irrelevance]
ΠIrrelevanceTm [lemma, in LogRel.LogicalRelation.Irrelevance]
ΠIrrelevanceTmEq [lemma, in LogRel.LogicalRelation.Irrelevance]
ΠIrrelevanceTyEq [lemma, in LogRel.LogicalRelation.Irrelevance]
ΠTm_Ltrans [lemma, in LogRel.LogicalRelation.Monotonicity]
ΣIrrelevanceLRPack [lemma, in LogRel.LogicalRelation.Irrelevance]
ΣIrrelevanceTm [lemma, in LogRel.LogicalRelation.Irrelevance]
ΣIrrelevanceTmEq [lemma, in LogRel.LogicalRelation.Irrelevance]
ΣIrrelevanceTyEq [lemma, in LogRel.LogicalRelation.Irrelevance]
ΣTm_Ltrans [lemma, in LogRel.LogicalRelation.Monotonicity]
ηeqEqTerm [lemma, in LogRel.Substitution.Introductions.Lambda]
ηeqEqTermConvNf [lemma, in LogRel.Substitution.Introductions.Lambda]
ηeqEqTermConvNf_strong [lemma, in LogRel.Substitution.Introductions.Lambda]
ηeqEqTerm_strong [lemma, in LogRel.Substitution.Introductions.Lambda]
ϝnode [constructor, in LogRel.Monad]
ϝTermConv [constructor, in LogRel.DeclarativeTyping]
ϝTypeConv [constructor, in LogRel.DeclarativeTyping]
ϝwfCon [lemma, in LogRel.DeclarativeTyping]
ϝwfTerm [constructor, in LogRel.DeclarativeTyping]
ϝwfType [constructor, in LogRel.DeclarativeTyping]
Notation Index
C
_ >> _ (fscope) [in LogRel.AutoSubst.unscoped]_ .: _ (subst_scope) [in LogRel.AutoSubst.unscoped]
[ _ ] (fscope) [in LogRel.AutoSubst.Ast]
⟨ _ ⟩ (fscope) [in LogRel.AutoSubst.Ast]
_ __term (subst_scope) [in LogRel.AutoSubst.Ast]
_ __term (subst_scope) [in LogRel.AutoSubst.Ast]
var (subst_scope) [in LogRel.AutoSubst.Ast]
_ ⟨ _ ⟩ (subst_scope) [in LogRel.AutoSubst.Ast]
↑__term (subst_scope) [in LogRel.AutoSubst.Ast]
↑__term (subst_scope) [in LogRel.AutoSubst.Ast]
_ [ _ ] (subst_scope) [in LogRel.AutoSubst.Ast]
D
[ _ |- _ ⤳* _ ∈ _ ]< _ > [in LogRel.DeclarativeTyping][ _ |- _ ≅ _ : _ ]< _ > [in LogRel.DeclarativeTyping]
[ _ |- _ ≅ _ ]< _ > [in LogRel.DeclarativeTyping]
[ _ |- _ : _ ]< _ > [in LogRel.DeclarativeTyping]
[ _ |- _ ]< _ > [in LogRel.DeclarativeTyping]
[ |- _ ]< _ > [in LogRel.DeclarativeTyping]
I
_ <≈> _ [in LogRel.LogicalRelation.Irrelevance]_ <≈> _ [in LogRel.LogicalRelation.Irrelevance]
R
[ |- _ ≅ _ ]< _ > [in LogRel.GenericTyping][ _ |-s _ ≅ _ : _ ]< _ > [in LogRel.GenericTyping]
[ _ |-s _ : _ ]< _ > [in LogRel.GenericTyping]
⟨ _ ; _ ⟩ (fscope) [in LogRel.AutoSubst.unscoped]
⟨ _ ⟩ (fscope) [in LogRel.AutoSubst.unscoped]
_ ⟨ _ ; _ ; _ ; _ ; _ ⟩ (subst_scope) [in LogRel.AutoSubst.unscoped]
_ ⟨ _ ; _ ; _ ; _ ⟩ (subst_scope) [in LogRel.AutoSubst.unscoped]
_ ⟨ _ ; _ ; _ ⟩ (subst_scope) [in LogRel.AutoSubst.unscoped]
_ ⟨ _ ; _ ⟩ (subst_scope) [in LogRel.AutoSubst.unscoped]
_ ⟨ _ ⟩ (subst_scope) [in LogRel.AutoSubst.unscoped]
S
_ [ _ ; _ ] (subst_scope) [in LogRel.AutoSubst.unscoped]_ [ _ ] (subst_scope) [in LogRel.AutoSubst.unscoped]
U
↑ (subst_scope) [in LogRel.AutoSubst.unscoped]_ .. (subst_scope) [in LogRel.AutoSubst.unscoped]
other
↑ (asubst_scope) [in LogRel.AutoSubst.Extra]_ .. (asubst_scope) [in LogRel.AutoSubst.Extra]
_ [ _ ]⇑ (asubst_scope) [in LogRel.AutoSubst.Extra]
_ [ _ ] (asubst_scope) [in LogRel.AutoSubst.Extra]
_ ⟨ _ ⟩ (asubst_scope) [in LogRel.AutoSubst.Extra]
_ .: _ (asubst_scope) [in LogRel.AutoSubst.Extra]
( _ ; .. ; _ ; _ ) (core_scope) [in LogRel.Utils]
( _ , .. , _ , _ ) (core_scope) [in LogRel.Utils]
_ >> _ (function_scope) [in LogRel.AutoSubst.Extra]
∑ _ .. _ , _ (type_scope) [in LogRel.Utils]
[ × _ , _ , _ , _ , _ , _ , _ , _ , _ & _ ] (type_scope) [in LogRel.Utils]
[ × _ , _ , _ , _ , _ , _ , _ , _ & _ ] (type_scope) [in LogRel.Utils]
[ × _ , _ , _ , _ , _ , _ , _ & _ ] (type_scope) [in LogRel.Utils]
[ × _ , _ , _ , _ , _ , _ & _ ] (type_scope) [in LogRel.Utils]
[ × _ , _ , _ , _ , _ & _ ] (type_scope) [in LogRel.Utils]
[ × _ , _ , _ , _ & _ ] (type_scope) [in LogRel.Utils]
[ × _ , _ , _ & _ ] (type_scope) [in LogRel.Utils]
[ × _ , _ & _ ] (type_scope) [in LogRel.Utils]
[ × _ & _ ] (type_scope) [in LogRel.Utils]
~ _ (type_scope) [in LogRel.Utils]
[ |-[ _ ] _ ≅ _ ]< _ > (typing_scope) [in LogRel.GenericTyping]
[ |- _ ≅ _ ]< _ > (typing_scope) [in LogRel.GenericTyping]
[ _ |-[ _ ]s _ ≅ _ : _ ]< _ > (typing_scope) [in LogRel.GenericTyping]
[ _ |-s _ ≅ _ : _ ]< _ > (typing_scope) [in LogRel.GenericTyping]
[ _ |-[ _ ]s _ : _ ]< _ > (typing_scope) [in LogRel.GenericTyping]
[ _ |-s _ : _ ]< _ > (typing_scope) [in LogRel.GenericTyping]
[ _ |-[ _ ] _ :⤳*: _ : _ ]< _ > (typing_scope) [in LogRel.GenericTyping]
[ _ |- _ :⤳*: _ : _ ]< _ > (typing_scope) [in LogRel.GenericTyping]
[ _ |-[ _ ] _ :⤳*: _ ]< _ > (typing_scope) [in LogRel.GenericTyping]
[ _ |- _ :⤳*: _ ]< _ > (typing_scope) [in LogRel.GenericTyping]
[ _ |-[ _ ] _ :≅: _ : _ ]< _ > (typing_scope) [in LogRel.GenericTyping]
[ _ |- _ :≅: _ : _ ]< _ > (typing_scope) [in LogRel.GenericTyping]
[ _ |-[ _ ] _ :≅: _ ]< _ > (typing_scope) [in LogRel.GenericTyping]
[ _ |- _ :≅: _ ]< _ > (typing_scope) [in LogRel.GenericTyping]
[ _ |-[ _ ] _ ↘ _ : _ ]< _ > (typing_scope) [in LogRel.GenericTyping]
[ _ |- _ ↘ _ : _ ]< _ > (typing_scope) [in LogRel.GenericTyping]
[ _ |-[ _ ] _ ↘ _ ]< _ > (typing_scope) [in LogRel.GenericTyping]
[ _ |- _ ↘ _ ]< _ > (typing_scope) [in LogRel.GenericTyping]
[ _ ⤳* _ ]< _ > (typing_scope) [in LogRel.UntypedReduction]
[ _ ⤳ _ ]< _ > (typing_scope) [in LogRel.UntypedReduction]
[ _ |-[ _ ] _ ⤳* _ : _ ]< _ > (typing_scope) [in LogRel.Notations]
[ _ |- _ ⤳* _ : _ ]< _ > (typing_scope) [in LogRel.Notations]
[ _ |-[ _ ] _ ⤳* _ ]< _ > (typing_scope) [in LogRel.Notations]
[ _ |- _ ⤳* _ ]< _ > (typing_scope) [in LogRel.Notations]
[ _ |-[ _ ] _ ⤳ _ : _ ]< _ > (typing_scope) [in LogRel.Notations]
[ _ |- _ ⤳ _ : _ ]< _ > (typing_scope) [in LogRel.Notations]
[ _ |-[ _ ] _ ~ _ : _ ]< _ > (typing_scope) [in LogRel.Notations]
[ _ |- _ ~ _ : _ ]< _ > (typing_scope) [in LogRel.Notations]
[ _ |-[ _ ] _ ~h _ ▹ _ ]< _ > (typing_scope) [in LogRel.Notations]
[ _ |- _ ~h _ ▹ _ ]< _ > (typing_scope) [in LogRel.Notations]
[ _ |-[ _ ] _ ~ _ ▹ _ ]< _ > (typing_scope) [in LogRel.Notations]
[ _ |- _ ~ _ ▹ _ ]< _ > (typing_scope) [in LogRel.Notations]
[ _ |-[ _ ] _ ≅h _ : _ ]< _ > (typing_scope) [in LogRel.Notations]
[ _ |- _ ≅h _ : _ ]< _ > (typing_scope) [in LogRel.Notations]
[ _ |-[ _ ] _ ≅ _ : _ ]< _ > (typing_scope) [in LogRel.Notations]
[ _ |- _ ≅ _ : _ ]< _ > (typing_scope) [in LogRel.Notations]
[ _ |-[ _ ] _ ≅h _ ]< _ > (typing_scope) [in LogRel.Notations]
[ _ |- _ ≅h _ ]< _ > (typing_scope) [in LogRel.Notations]
[ _ |-[ _ ] _ ≅ _ ]< _ > (typing_scope) [in LogRel.Notations]
[ _ |- _ ≅ _ ]< _ > (typing_scope) [in LogRel.Notations]
[ _ |-[ _ ] _ ▹h _ ]< _ > (typing_scope) [in LogRel.Notations]
[ _ |- _ ▹h _ ]< _ > (typing_scope) [in LogRel.Notations]
[ _ |-[ _ ] _ ▹ _ ]< _ > (typing_scope) [in LogRel.Notations]
[ _ |- _ ▹ _ ]< _ > (typing_scope) [in LogRel.Notations]
[ _ |-[ _ ] _ ◃ _ ]< _ > (typing_scope) [in LogRel.Notations]
[ _ |- _ ◃ _ ]< _ > (typing_scope) [in LogRel.Notations]
[ _ |-[ _ ] _ : _ ]< _ > (typing_scope) [in LogRel.Notations]
[ _ |- _ : _ ]< _ > (typing_scope) [in LogRel.Notations]
[ _ |-[ _ ] _ ]< _ > (typing_scope) [in LogRel.Notations]
[ _ |- _ ]< _ > (typing_scope) [in LogRel.Notations]
[ |-[ _ ] _ ]< _ > (typing_scope) [in LogRel.Notations]
[ |- _ ]< _ > (typing_scope) [in LogRel.Notations]
_ ∘w _ [in LogRel.Weakening]
_ ≤ _ [in LogRel.Weakening]
_ •ε _ [in LogRel.LContexts]
_ ≤ε _ [in LogRel.LContexts]
_ ,,l ( _ , _ ) [in LogRel.LContexts]
_ << _ [in LogRel.LogicalRelation]
_ .π2 [in LogRel.Utils]
_ .π1 [in LogRel.Utils]
_ × _ [in LogRel.Utils]
_ <~> _ [in LogRel.Utils]
_ =2 _ [in LogRel.Utils]
_ =1 _ [in LogRel.Utils]
_ ,,, _ [in LogRel.Context]
_ ,, _ [in LogRel.Context]
eta_expand _ [in LogRel.AutoSubst.Extra]
idε [in LogRel.LContexts]
list_map [in LogRel.AutoSubst.core]
W[ _ ||-< _ > _ ≅ _ : _ | _ ]< _ > [in LogRel.LogicalRelation]
W[ _ ||-< _ > _ : _ | _ ]< _ > [in LogRel.LogicalRelation]
W[ _ ||-< _ > _ ≅ _ | _ ]< _ > [in LogRel.LogicalRelation]
W[ _ ||-< _ > _ ]< _ > [in LogRel.LogicalRelation]
#| _ | [in LogRel.Utils]
[ _ |- _ ⤳* _ ∈ _ ]< _ > [in LogRel.DeclarativeTyping]
[ _ ||-Id< _ > _ ≅ _ : _ | _ ]< _ > [in LogRel.LogicalRelation]
[ _ ||-Id< _ > _ : _ | _ ]< _ > [in LogRel.LogicalRelation]
[ _ ||-Id< _ > _ ≅ _ | _ ]< _ > [in LogRel.LogicalRelation]
[ _ ||-Id< _ > _ ]< _ > [in LogRel.LogicalRelation]
[ _ ||-Σ< _ > _ ]< _ > [in LogRel.LogicalRelation]
[ _ ||-Π< _ > _ ]< _ > [in LogRel.LogicalRelation]
[ _ ||-< _ > _ ≅ _ : _ | _ ]< _ > [in LogRel.LogicalRelation]
[ _ ||-< _ > _ : _ | _ ]< _ > [in LogRel.LogicalRelation]
[ _ ||-< _ > _ ≅ _ | _ ]< _ > [in LogRel.LogicalRelation]
[ _ ||-< _ > _ ]< _ > [in LogRel.LogicalRelation]
[ _ ||-Empty _ ≅ _ : _ | _ ]< _ > [in LogRel.LogicalRelation]
[ _ ||-Empty _ : _ | _ ]< _ > [in LogRel.LogicalRelation]
[ _ ||-Empty _ ≅ _ | _ ]< _ > [in LogRel.LogicalRelation]
[ _ ||-Empty _ ]< _ > [in LogRel.LogicalRelation]
[ _ ||-Bool _ ≅ _ : _ | _ ]< _ > [in LogRel.LogicalRelation]
[ _ ||-Bool _ : _ | _ ]< _ > [in LogRel.LogicalRelation]
[ _ ||-Bool _ ≅ _ | _ ]< _ > [in LogRel.LogicalRelation]
[ _ ||-Bool _ ]< _ > [in LogRel.LogicalRelation]
[ _ ||-Nat _ ≅ _ : _ | _ ]< _ > [in LogRel.LogicalRelation]
[ _ ||-Nat _ : _ | _ ]< _ > [in LogRel.LogicalRelation]
[ _ ||-Nat _ ≅ _ | _ ]< _ > [in LogRel.LogicalRelation]
[ _ ||-Nat _ ]< _ > [in LogRel.LogicalRelation]
[ _ ||-NeNf _ ≅ _ : _ ]< _ > [in LogRel.LogicalRelation]
[ _ ||-NeNf _ : _ ]< _ > [in LogRel.LogicalRelation]
[ _ ||-Σ _ ≅ _ : _ | _ ]< _ > [in LogRel.LogicalRelation]
[ _ ||-Σ _ : _ | _ ]< _ > [in LogRel.LogicalRelation]
[ _ ||-Π _ ≅ _ : _ | _ ]< _ > [in LogRel.LogicalRelation]
[ _ ||-Π _ : _ | _ ]< _ > [in LogRel.LogicalRelation]
[ _ ||-Π _ ≅ _ | _ ]< _ > [in LogRel.LogicalRelation]
[ _ ||-Πd _ ]< _ > [in LogRel.LogicalRelation]
[ _ | _ ||-U _ ≅ _ : _ | _ ]< _ > [in LogRel.LogicalRelation]
[ _ | _ ||-U _ : _ | _ ]< _ > [in LogRel.LogicalRelation]
[ _ ||-U≅ _ ]< _ > [in LogRel.LogicalRelation]
[ _ ||-U< _ > _ ]< _ > [in LogRel.LogicalRelation]
[ _ ||-ne _ ≅ _ : _ | _ ]< _ > [in LogRel.LogicalRelation]
[ _ ||-ne _ : _ | _ ]< _ > [in LogRel.LogicalRelation]
[ _ ||-ne _ ≅ _ | _ ]< _ > [in LogRel.LogicalRelation]
[ _ ||-ne _ ]< _ > [in LogRel.LogicalRelation]
[ _ | _ ||- _ ≅ _ : _ | _ ]< _ > [in LogRel.LogicalRelation]
[ _ | _ ||- _ : _ | _ ]< _ > [in LogRel.LogicalRelation]
[ _ | _ ||- _ ≅ _ | _ ]< _ > [in LogRel.LogicalRelation]
[ _ | _ ||- _ ]< _ > [in LogRel.LogicalRelation]
[ _ | _ ||- _ ≅ _ : _ ]< _ > [in LogRel.LogicalRelation]
[ _ | _ ||- _ : _ ]< _ > [in LogRel.LogicalRelation]
[ _ | _ ||- _ ≅ _ ]< _ > [in LogRel.LogicalRelation]
[ _ ||-v _ :⤳*: _ : _ | _ ]< _ > [in LogRel.Validity]
[ _ ||-v< _ > _ ≅ _ : _ | _ ]< _ > [in LogRel.Validity]
[ _ ||-v< _ > _ ≅ _ : _ | _ | _ ]< _ > [in LogRel.Validity]
[ _ ||-v< _ > _ ≅ _ | _ | _ ]< _ > [in LogRel.Validity]
[ _ ||-v< _ > _ : _ | _ | _ ]< _ > [in LogRel.Validity]
[ _ ||-v< _ > _ | _ ]< _ > [in LogRel.Validity]
[ _ ||-v _ ≅ _ : _ | _ | _ | _ | _ ]< _ > [in LogRel.Validity]
[ _ ||-v _ : _ | _ | _ | _ ]< _ > [in LogRel.Validity]
[ _ | _ ||-v< _ > _ ]< _ > [in LogRel.Validity]
[ _ | _ ||-v _ ≅ _ : _ | _ | _ | _ | _ ]< _ > [in LogRel.Validity]
[ _ | _ ||-v _ : _ | _ | _ | _ ]< _ > [in LogRel.Validity]
[ _ | ||-v _ ]< _ > [in LogRel.Validity]
[ _ | _ ||-v _ ≅ _ : _ | _ | _ | _ ]< _ > [in LogRel.Validity]
[ _ | _ ||-v _ : _ | _ | _ ]< _ > [in LogRel.Validity]
[||-v _ ]< _ > [in LogRel.Validity]
`=1` [in LogRel.Utils]
`=2` [in LogRel.Utils]
ε [in LogRel.Context]
Module Index
B
BoolRedTm [in LogRel.LogicalRelation]BoolRedTmEq [in LogRel.LogicalRelation]
BoolRedTy [in LogRel.LogicalRelation]
BoolRedTyEq [in LogRel.LogicalRelation]
C
CombineNotations [in LogRel.AutoSubst.unscoped]Core [in LogRel.AutoSubst.Ast]
D
DeclarativeTypingData [in LogRel.DeclarativeTyping]DeclarativeTypingProperties [in LogRel.DeclarativeInstance]
E
EmptyRedTm [in LogRel.LogicalRelation]EmptyRedTmEq [in LogRel.LogicalRelation]
EmptyRedTy [in LogRel.LogicalRelation]
EmptyRedTyEq [in LogRel.LogicalRelation]
Extra [in LogRel.AutoSubst.Ast]
F
FundSubst [in LogRel.Fundamental]FundSubstConv [in LogRel.Fundamental]
FundTm [in LogRel.Fundamental]
FundTmEq [in LogRel.Fundamental]
FundTy [in LogRel.Fundamental]
FundTyEq [in LogRel.Fundamental]
I
IdRedTm [in LogRel.LogicalRelation]IdRedTmEq [in LogRel.LogicalRelation]
IdRedTy [in LogRel.LogicalRelation]
IdRedTyEq [in LogRel.LogicalRelation]
IdRedTyPack [in LogRel.LogicalRelation]
interface [in LogRel.AutoSubst.Ast]
L
LRAd [in LogRel.LogicalRelation]LRPack [in LogRel.LogicalRelation]
N
NatRedTm [in LogRel.LogicalRelation]NatRedTmEq [in LogRel.LogicalRelation]
NatRedTy [in LogRel.LogicalRelation]
NatRedTyEq [in LogRel.LogicalRelation]
NeNf [in LogRel.LogicalRelation]
neRedTm [in LogRel.LogicalRelation]
neRedTmEq [in LogRel.LogicalRelation]
neRedTy [in LogRel.LogicalRelation]
neRedTyEq [in LogRel.LogicalRelation]
P
ParamRedTy [in LogRel.LogicalRelation]ParamRedTyEq [in LogRel.LogicalRelation]
ParamRedTyPack [in LogRel.LogicalRelation]
PiRedTm [in LogRel.LogicalRelation]
PiRedTmEq [in LogRel.LogicalRelation]
PiRedTy [in LogRel.LogicalRelation]
PiRedTyEq [in LogRel.LogicalRelation]
PiRedTyPack [in LogRel.LogicalRelation]
PolyRed [in LogRel.LogicalRelation]
PolyRedEq [in LogRel.LogicalRelation]
PolyRedPack [in LogRel.LogicalRelation]
R
RenNotations [in LogRel.AutoSubst.unscoped]S
SigRedTm [in LogRel.LogicalRelation]SigRedTmEq [in LogRel.LogicalRelation]
SigRedTy [in LogRel.LogicalRelation]
SubstNotations [in LogRel.AutoSubst.unscoped]
U
UnscopedNotations [in LogRel.AutoSubst.unscoped]URedTm [in LogRel.LogicalRelation]
URedTy [in LogRel.LogicalRelation]
URedTyEq [in LogRel.LogicalRelation]
V
VAd [in LogRel.Validity]VPack [in LogRel.Validity]
Variable Index
I
InductionPrinciples.WfDeclInductionType [in LogRel.DeclarativeTyping]InductionPrinciples._WfDeclInductionType [in LogRel.DeclarativeTyping]
Irrelevances.IdIrrelevance.APer [in LogRel.LogicalRelation.Irrelevance]
N
NatRedTmEq.NatRedTmEq.NatRedEqInductionType [in LogRel.LogicalRelation]NatRedTmEq.NatRedTmEq._NatRedEqInductionType [in LogRel.LogicalRelation]
NatRedTm.NatRedTm.NatRedInductionType [in LogRel.LogicalRelation]
NatRedTm.NatRedTm._NatRedInductionType [in LogRel.LogicalRelation]
R
RenWhnf.ρ [in LogRel.NormalForms]T
TypingWk.PCon [in LogRel.DeclarativeInstance]TypingWk.PTm [in LogRel.DeclarativeInstance]
TypingWk.PTmEq [in LogRel.DeclarativeInstance]
TypingWk.PTy [in LogRel.DeclarativeInstance]
TypingWk.PTyEq [in LogRel.DeclarativeInstance]
Library Index
A
ApplicationApplication
Ast
B
BasicAstBool
C
ContextConversion
core
D
DeclarativeInstanceDeclarativeTyping
E
EmptyEscape
Escape
Extra
F
FundamentalG
GenericTypingI
IdId
Induction
Irrelevance
Irrelevance
L
LambdaLContexts
LogicalRelation
M
MonadMonotonicity
Monotonicity
N
NatNeutral
NormalForms
NormalRed
Notations
P
PiPoly
Properties
R
ReductionReduction
Reflexivity
Reflexivity
S
ShapeViewSigma
SimpleArr
SimpleArr
SingleSubst
Split
Split
T
TransitivityU
UniverseUniverse
unscoped
UntypedReduction
UntypedValues
Utils
V
ValidityVar
W
WeakeningWeakening
Lemma Index
A
alphacongValid [in LogRel.Substitution.Introductions.Bool]alphacongValidSubst [in LogRel.Substitution.Introductions.Bool]
alphane_nf_false [in LogRel.NormalForms]
alphane_isNat_false [in LogRel.NormalForms]
alphane_whne_false [in LogRel.NormalForms]
alphane_backtrans [in LogRel.NormalForms]
alphane_Ltrans [in LogRel.NormalForms]
alphane_ren [in LogRel.NormalForms]
alphane_disjunction_redalg [in LogRel.UntypedReduction]
alphane_disjunction_red [in LogRel.UntypedReduction]
alphane_nored [in LogRel.UntypedReduction]
alphaRed [in LogRel.Substitution.Introductions.Bool]
alphaRedEq [in LogRel.Substitution.Introductions.Bool]
alphaValid [in LogRel.Substitution.Introductions.Bool]
and_two [in LogRel.LogicalRelation.Transitivity]
appcongTerm [in LogRel.LogicalRelation.Application]
appcongTerm' [in LogRel.LogicalRelation.Application]
appcongValid [in LogRel.Substitution.Introductions.Application]
appTerm [in LogRel.LogicalRelation.Application]
appTerm' [in LogRel.LogicalRelation.Application]
appTerm0 [in LogRel.LogicalRelation.Application]
appValid [in LogRel.Substitution.Introductions.Application]
app_id [in LogRel.LogicalRelation.Application]
arrRedCong [in LogRel.LogicalRelation.SimpleArr]
arrRedCong' [in LogRel.LogicalRelation.SimpleArr]
arrRedCong0 [in LogRel.LogicalRelation.SimpleArr]
ArrRedTy [in LogRel.LogicalRelation.SimpleArr]
ArrRedTy0 [in LogRel.LogicalRelation.SimpleArr]
arr_ren1 [in LogRel.AutoSubst.Extra]
B
betaValid [in LogRel.Substitution.Introductions.Lambda]boolconvValid [in LogRel.Substitution.Introductions.Bool]
boolElimCongValid [in LogRel.Substitution.Introductions.Bool]
boolElimFalseValid [in LogRel.Substitution.Introductions.Bool]
boolElimRed [in LogRel.Substitution.Introductions.Bool]
boolElimRedAux [in LogRel.Substitution.Introductions.Bool]
boolElimRedAuxLeft [in LogRel.Substitution.Introductions.Bool]
boolElimRedAuxRight [in LogRel.Substitution.Introductions.Bool]
boolElimRedEq [in LogRel.Substitution.Introductions.Bool]
boolElimRedEqAux [in LogRel.Substitution.Introductions.Bool]
boolElimTrueValid [in LogRel.Substitution.Introductions.Bool]
boolElimValid [in LogRel.Substitution.Introductions.Bool]
BoolIrrelevanceLRPack [in LogRel.LogicalRelation.Irrelevance]
BoolIrrelevanceTm [in LogRel.LogicalRelation.Irrelevance]
BoolIrrelevanceTmEq [in LogRel.LogicalRelation.Irrelevance]
BoolIrrelevanceTyEq [in LogRel.LogicalRelation.Irrelevance]
BoolPropEq_whnf [in LogRel.LogicalRelation]
BoolProp_whnf [in LogRel.LogicalRelation]
boolRed [in LogRel.Substitution.Introductions.Bool]
boolTermRed [in LogRel.Substitution.Introductions.Bool]
boolTermValid [in LogRel.Substitution.Introductions.Bool]
boolValid [in LogRel.Substitution.Introductions.Bool]
bool_to_term_ren [in LogRel.Weakening]
bool_to_term_subst [in LogRel.Substitution.Introductions.Bool]
C
codSigValid [in LogRel.Substitution.Introductions.Sigma]combine [in LogRel.LogicalRelation.ShapeView]
completeness [in LogRel.LogicalRelation.Neutral]
complete_Id [in LogRel.LogicalRelation.Neutral]
complete_Bool [in LogRel.LogicalRelation.Neutral]
complete_Empty [in LogRel.LogicalRelation.Neutral]
complete_Nat [in LogRel.LogicalRelation.Neutral]
complete_Sig [in LogRel.LogicalRelation.Neutral]
complete_Pi [in LogRel.LogicalRelation.Neutral]
complete_ne [in LogRel.LogicalRelation.Neutral]
complete_U [in LogRel.LogicalRelation.Neutral]
complete_var0 [in LogRel.LogicalRelation.Neutral]
complete_reflect_simpl [in LogRel.LogicalRelation.Neutral]
compred [in LogRel.LogicalRelation.SimpleArr]
consSubstS [in LogRel.Substitution.Properties]
consSubstSEq [in LogRel.Substitution.Properties]
consSubstSEqvalid [in LogRel.Substitution.Properties]
consSubstSEq' [in LogRel.Substitution.Properties]
consSubstSEq'' [in LogRel.Substitution.Introductions.Id]
consSubstSvalid [in LogRel.Substitution.Properties]
consSubstS' [in LogRel.Substitution.Introductions.Id]
consWkEq [in LogRel.Substitution.Introductions.Lambda]
consWkEq' [in LogRel.Substitution.Introductions.Lambda]
consWkSubstS [in LogRel.Substitution.Properties]
consWkSubstSEq' [in LogRel.Substitution.Properties]
containsnenattoterm [in LogRel.NormalForms]
containsnewhnf [in LogRel.NormalForms]
conv [in LogRel.Substitution.Conversion]
convCtx1 [in LogRel.Substitution.Conversion]
convCtx2 [in LogRel.Substitution.Conversion]
convCtx2' [in LogRel.Substitution.Conversion]
convEq [in LogRel.Substitution.Conversion]
convEqCtx1 [in LogRel.Substitution.Conversion]
convneu_over_tree [in LogRel.Monad]
convneu_simple_app [in LogRel.GenericTyping]
convneu_app_ren [in LogRel.LogicalRelation.Neutral]
convne_meta_conv [in LogRel.GenericTyping]
convSubstCtx1 [in LogRel.Substitution.Conversion]
convSubstCtx2 [in LogRel.Substitution.Conversion]
convSubstCtx2' [in LogRel.Substitution.Conversion]
convSubstEqCtx1 [in LogRel.Substitution.Conversion]
convSubstEqCtx2 [in LogRel.Substitution.Conversion]
convSubstEqCtx2' [in LogRel.Substitution.Conversion]
convsym [in LogRel.Substitution.Conversion]
ConvTermDecl_trans [in LogRel.DeclarativeTyping]
convtm_over_tree [in LogRel.Monad]
convtm_comp [in LogRel.GenericTyping]
convtm_comp_app [in LogRel.GenericTyping]
convtm_id [in LogRel.GenericTyping]
convtm_meta_conv [in LogRel.GenericTyping]
ConvTypeDecl_trans [in LogRel.DeclarativeTyping]
convty_over_tree [in LogRel.Monad]
convty_simple_arr [in LogRel.GenericTyping]
Core.congr_tIdElim [in LogRel.AutoSubst.Ast]
Core.congr_tRefl [in LogRel.AutoSubst.Ast]
Core.congr_tId [in LogRel.AutoSubst.Ast]
Core.congr_tSnd [in LogRel.AutoSubst.Ast]
Core.congr_tFst [in LogRel.AutoSubst.Ast]
Core.congr_tPair [in LogRel.AutoSubst.Ast]
Core.congr_tSig [in LogRel.AutoSubst.Ast]
Core.congr_tEmptyElim [in LogRel.AutoSubst.Ast]
Core.congr_tEmpty [in LogRel.AutoSubst.Ast]
Core.congr_tAlpha [in LogRel.AutoSubst.Ast]
Core.congr_tBoolElim [in LogRel.AutoSubst.Ast]
Core.congr_tFalse [in LogRel.AutoSubst.Ast]
Core.congr_tTrue [in LogRel.AutoSubst.Ast]
Core.congr_tBool [in LogRel.AutoSubst.Ast]
Core.congr_tNatElim [in LogRel.AutoSubst.Ast]
Core.congr_tSucc [in LogRel.AutoSubst.Ast]
Core.congr_tZero [in LogRel.AutoSubst.Ast]
Core.congr_tNat [in LogRel.AutoSubst.Ast]
Core.congr_tApp [in LogRel.AutoSubst.Ast]
Core.congr_tLambda [in LogRel.AutoSubst.Ast]
Core.congr_tProd [in LogRel.AutoSubst.Ast]
Core.congr_tSort [in LogRel.AutoSubst.Ast]
Core.instId'_term_pointwise [in LogRel.AutoSubst.Ast]
Core.instId'_term [in LogRel.AutoSubst.Ast]
Core.renRen_term [in LogRel.AutoSubst.Ast]
Core.renRen'_term_pointwise [in LogRel.AutoSubst.Ast]
Core.renSubst_term_pointwise [in LogRel.AutoSubst.Ast]
Core.renSubst_term [in LogRel.AutoSubst.Ast]
Core.rinstId'_term_pointwise [in LogRel.AutoSubst.Ast]
Core.rinstId'_term [in LogRel.AutoSubst.Ast]
Core.rinstInst_up_term_term [in LogRel.AutoSubst.Ast]
Core.rinstInst'_term_pointwise [in LogRel.AutoSubst.Ast]
Core.rinstInst'_term [in LogRel.AutoSubst.Ast]
Core.substRen_term_pointwise [in LogRel.AutoSubst.Ast]
Core.substRen_term [in LogRel.AutoSubst.Ast]
Core.substSubst_term_pointwise [in LogRel.AutoSubst.Ast]
Core.substSubst_term [in LogRel.AutoSubst.Ast]
Core.tSucc_inj [in LogRel.AutoSubst.Ast]
Core.upExtRen_term_term [in LogRel.AutoSubst.Ast]
Core.upExt_term_term [in LogRel.AutoSubst.Ast]
Core.upId_term_term [in LogRel.AutoSubst.Ast]
Core.upRen_term_term [in LogRel.AutoSubst.Ast]
Core.up_subst_subst_term_term [in LogRel.AutoSubst.Ast]
Core.up_subst_ren_term_term [in LogRel.AutoSubst.Ast]
Core.up_ren_subst_term_term [in LogRel.AutoSubst.Ast]
Core.up_ren_ren_term_term [in LogRel.AutoSubst.Ast]
Core.up_term_term [in LogRel.AutoSubst.Ast]
Core.varLRen'_term_pointwise [in LogRel.AutoSubst.Ast]
Core.varLRen'_term [in LogRel.AutoSubst.Ast]
Core.varL'_term_pointwise [in LogRel.AutoSubst.Ast]
Core.varL'_term [in LogRel.AutoSubst.Ast]
credalg_wk [in LogRel.UntypedReduction]
D
decidInLCon_notinLCon [in LogRel.LContexts]decidInLCon_false [in LogRel.LContexts]
decidInLCon_true [in LogRel.LContexts]
domSigValid [in LogRel.Substitution.Introductions.Sigma]
dsplit_to_over_tree [in LogRel.Monad]
DTree_bind_DTree_path [in LogRel.Monad]
DTree_leftmost_over [in LogRel.Monad]
DTree_path_inf [in LogRel.Monad]
DTree_path_le [in LogRel.Monad]
DTree_bind_over_over [in LogRel.Monad]
E
elimSuccHypTyCongValid [in LogRel.Substitution.Introductions.Nat]elimSuccHypTyValid [in LogRel.Substitution.Introductions.Nat]
elimSuccHypTy_subst [in LogRel.Substitution.Introductions.Nat]
embValidTy [in LogRel.Substitution.Properties]
embValidTyOne [in LogRel.Substitution.Properties]
emptyconvValid [in LogRel.Substitution.Introductions.Empty]
emptyElimCongValid [in LogRel.Substitution.Introductions.Empty]
emptyElimRed [in LogRel.Substitution.Introductions.Empty]
emptyElimRedAux [in LogRel.Substitution.Introductions.Empty]
emptyElimRedAuxLeft [in LogRel.Substitution.Introductions.Empty]
emptyElimRedAuxRight [in LogRel.Substitution.Introductions.Empty]
emptyElimRedEq [in LogRel.Substitution.Introductions.Empty]
emptyElimRedEqAux [in LogRel.Substitution.Introductions.Empty]
emptyElimValid [in LogRel.Substitution.Introductions.Empty]
EmptyIrrelevanceLRPack [in LogRel.LogicalRelation.Irrelevance]
EmptyIrrelevanceTm [in LogRel.LogicalRelation.Irrelevance]
EmptyIrrelevanceTmEq [in LogRel.LogicalRelation.Irrelevance]
EmptyIrrelevanceTyEq [in LogRel.LogicalRelation.Irrelevance]
EmptyPropEq_whnf [in LogRel.LogicalRelation]
EmptyProp_whnf [in LogRel.LogicalRelation]
emptyRed [in LogRel.Substitution.Introductions.Empty]
EmptyRedEqInduction [in LogRel.LogicalRelation]
EmptyRedInduction [in LogRel.LogicalRelation]
emptyTermRed [in LogRel.Substitution.Introductions.Empty]
emptyTermValid [in LogRel.Substitution.Introductions.Empty]
emptyValid [in LogRel.Substitution.Introductions.Empty]
EqSplit [in LogRel.LogicalRelation.Split]
EqSplit' [in LogRel.LogicalRelation.Split]
eqsubst_Ltrans' [in LogRel.Substitution.Monotonicity]
eqsubst_Ltrans [in LogRel.Substitution.Monotonicity]
eqTy_red_whnf [in LogRel.LogicalRelation.ShapeView]
equivPolyRedSym [in LogRel.LogicalRelation.Irrelevance]
eq_subst_2 [in LogRel.Substitution.Introductions.Poly]
eq_subst_1 [in LogRel.Substitution.Introductions.Poly]
Eq_Ltrans' [in LogRel.LogicalRelation.Monotonicity]
Eq_Ltrans [in LogRel.LogicalRelation.Monotonicity]
escape [in LogRel.LogicalRelation.Escape]
escapeConv [in LogRel.LogicalRelation.Escape]
escapeEq [in LogRel.LogicalRelation.Escape]
escapeEq [in LogRel.Substitution.Escape]
escapeTm [in LogRel.Substitution.Escape]
escapeTmEq [in LogRel.Substitution.Escape]
escapeTy [in LogRel.Substitution.Escape]
etaeqValid [in LogRel.Substitution.Introductions.Lambda]
F
falseRed [in LogRel.Substitution.Introductions.Bool]falseRedEq [in LogRel.Substitution.Introductions.Bool]
falseValid [in LogRel.Substitution.Introductions.Bool]
fstCongValid [in LogRel.Substitution.Introductions.Sigma]
fstRed [in LogRel.Substitution.Introductions.Sigma]
fstRedEq [in LogRel.Substitution.Introductions.Sigma]
fstValid [in LogRel.Substitution.Introductions.Sigma]
funcomp_assoc [in LogRel.AutoSubst.core]
Fundamental [in LogRel.Fundamental]
Fundamental_subst_conv [in LogRel.Fundamental]
Fundamental_subst [in LogRel.Fundamental]
FundConCons [in LogRel.Fundamental]
FundConNil [in LogRel.Fundamental]
FundTmAlpha [in LogRel.Fundamental]
FundTmApp [in LogRel.Fundamental]
FundTmBool [in LogRel.Fundamental]
FundTmBoolElim [in LogRel.Fundamental]
FundTmConv [in LogRel.Fundamental]
FundTmEmpty [in LogRel.Fundamental]
FundTmEmptyElim [in LogRel.Fundamental]
FundTmEqAlpha [in LogRel.Fundamental]
FundTmEqAlphaCong [in LogRel.Fundamental]
FundTmEqAppCong [in LogRel.Fundamental]
FundTmEqBoolElimCong [in LogRel.Fundamental]
FundTmEqBoolElimFalse [in LogRel.Fundamental]
FundTmEqBoolElimTrue [in LogRel.Fundamental]
FundTmEqBRed [in LogRel.Fundamental]
FundTmEqConv [in LogRel.Fundamental]
FundTmEqEmptyElimCong [in LogRel.Fundamental]
FundTmEqFstBeta [in LogRel.Fundamental]
FundTmEqFstCong [in LogRel.Fundamental]
FundTmEqFunEta [in LogRel.Fundamental]
FundTmEqFunExt [in LogRel.Fundamental]
FundTmEqIdCong [in LogRel.Fundamental]
FundTmEqIdElimCong [in LogRel.Fundamental]
FundTmEqIdElimRefl [in LogRel.Fundamental]
FundTmEqLambdaCong [in LogRel.Fundamental]
FundTmEqNatElimCong [in LogRel.Fundamental]
FundTmEqNatElimSucc [in LogRel.Fundamental]
FundTmEqNatElimZero [in LogRel.Fundamental]
FundTmEqPairCong [in LogRel.Fundamental]
FundTmEqPiCong [in LogRel.Fundamental]
FundTmEqRefl [in LogRel.Fundamental]
FundTmEqReflCong [in LogRel.Fundamental]
FundTmEqSigCong [in LogRel.Fundamental]
FundTmEqSigEta [in LogRel.Fundamental]
FundTmEqSndBeta [in LogRel.Fundamental]
FundTmEqSndCong [in LogRel.Fundamental]
FundTmEqSplit [in LogRel.Fundamental]
FundTmEqSuccCong [in LogRel.Fundamental]
FundTmEqSym [in LogRel.Fundamental]
FundTmEqTrans [in LogRel.Fundamental]
FundTmFalse [in LogRel.Fundamental]
FundTmFst [in LogRel.Fundamental]
FundTmId [in LogRel.Fundamental]
FundTmIdElim [in LogRel.Fundamental]
FundTmLambda [in LogRel.Fundamental]
FundTmNat [in LogRel.Fundamental]
FundTmNatElim [in LogRel.Fundamental]
FundTmPair [in LogRel.Fundamental]
FundTmProd [in LogRel.Fundamental]
FundTmRefl [in LogRel.Fundamental]
FundTmSig [in LogRel.Fundamental]
FundTmSnd [in LogRel.Fundamental]
FundTmSplit [in LogRel.Fundamental]
FundTmSucc [in LogRel.Fundamental]
FundTmTrue [in LogRel.Fundamental]
FundTmVar [in LogRel.Fundamental]
FundTmZero [in LogRel.Fundamental]
FundTyBool [in LogRel.Fundamental]
FundTyEmpty [in LogRel.Fundamental]
FundTyEqId [in LogRel.Fundamental]
FundTyEqPiCong [in LogRel.Fundamental]
FundTyEqRefl [in LogRel.Fundamental]
FundTyEqSigCong [in LogRel.Fundamental]
FundTyEqSplit [in LogRel.Fundamental]
FundTyEqSym [in LogRel.Fundamental]
FundTyEqTrans [in LogRel.Fundamental]
FundTyEqUniv [in LogRel.Fundamental]
FundTyId [in LogRel.Fundamental]
FundTyNat [in LogRel.Fundamental]
FundTyPi [in LogRel.Fundamental]
FundTySig [in LogRel.Fundamental]
FundTySplit [in LogRel.Fundamental]
FundTyU [in LogRel.Fundamental]
FundTyUniv [in LogRel.Fundamental]
I
IdCongRed [in LogRel.LogicalRelation.Id]IdCongRedU [in LogRel.LogicalRelation.Id]
IdCongValid [in LogRel.Substitution.Introductions.Id]
idElimCongRed [in LogRel.LogicalRelation.Id]
IdElimCongValid [in LogRel.Substitution.Introductions.Id]
idElimMotiveCtxIdCongValid [in LogRel.Substitution.Introductions.Id]
idElimMotiveCtxIdValid [in LogRel.Substitution.Introductions.Id]
idElimMotiveScons2Valid [in LogRel.Substitution.Introductions.Id]
idElimMotive_Idsubst_eq [in LogRel.Substitution.Introductions.Id]
idElimPropCongRed [in LogRel.LogicalRelation.Id]
idElimPropIrr [in LogRel.LogicalRelation.Id]
idElimPropRed [in LogRel.LogicalRelation.Id]
idElimRed [in LogRel.LogicalRelation.Id]
IdElimReflValid [in LogRel.Substitution.Introductions.Id]
IdElimValid [in LogRel.Substitution.Introductions.Id]
IdIrrelevanceLRPack [in LogRel.LogicalRelation.Irrelevance]
IdIrrelevanceProp [in LogRel.LogicalRelation.Irrelevance]
IdIrrelevancePropEq [in LogRel.LogicalRelation.Irrelevance]
IdIrrelevanceTm [in LogRel.LogicalRelation.Irrelevance]
IdIrrelevanceTmEq [in LogRel.LogicalRelation.Irrelevance]
IdIrrelevanceTyEq [in LogRel.LogicalRelation.Irrelevance]
IdPropEq_whnf [in LogRel.LogicalRelation.Transitivity]
IdProp_whnf [in LogRel.LogicalRelation.Reduction]
IdProp_refl_inv [in LogRel.LogicalRelation.Id]
idred [in LogRel.LogicalRelation.SimpleArr]
IdRed [in LogRel.LogicalRelation.Id]
IdRedTm_whnf_prop [in LogRel.LogicalRelation.Id]
IdRedTy_inv [in LogRel.LogicalRelation.Id]
IdRedTy.beta_ad [in LogRel.LogicalRelation]
IdRedTy.beta_pack [in LogRel.LogicalRelation]
IdRedTy.eta [in LogRel.LogicalRelation]
IdRedU [in LogRel.LogicalRelation.Id]
IdRed0 [in LogRel.LogicalRelation.Id]
IdTmCongValid [in LogRel.Substitution.Introductions.Id]
IdTmValid [in LogRel.Substitution.Introductions.Id]
IdTm_Ltrans [in LogRel.LogicalRelation.Monotonicity]
IdValid [in LogRel.Substitution.Introductions.Id]
id_ren [in LogRel.Weakening]
Id_Ltrans [in LogRel.LogicalRelation.Monotonicity]
instKripke [in LogRel.LogicalRelation]
instKripke' [in LogRel.LogicalRelation]
invLR [in LogRel.LogicalRelation.Induction]
invLRId [in LogRel.LogicalRelation.Induction]
invLRne [in LogRel.LogicalRelation.Induction]
invLRU [in LogRel.LogicalRelation.Induction]
invLRΠ [in LogRel.LogicalRelation.Induction]
invLRΣ [in LogRel.LogicalRelation.Induction]
invValidity [in LogRel.Validity]
in_ctx_wk [in LogRel.Weakening]
in_ctx_valid [in LogRel.Substitution.Introductions.Var]
in_ctx_inj [in LogRel.Context]
irrelevanceLift [in LogRel.Substitution.Irrelevance]
irrelevanceSubst [in LogRel.Substitution.Irrelevance]
irrelevanceSubstEq [in LogRel.Substitution.Irrelevance]
irrelevanceSubstEqExt [in LogRel.Substitution.Irrelevance]
irrelevanceSubstEq' [in LogRel.Substitution.Introductions.Id]
irrelevanceSubstExt [in LogRel.Substitution.Irrelevance]
irrelevanceSubst' [in LogRel.Substitution.Introductions.Id]
irrelevanceTm [in LogRel.Substitution.Irrelevance]
irrelevanceTmEq [in LogRel.Substitution.Irrelevance]
irrelevanceTmEq' [in LogRel.Substitution.Irrelevance]
irrelevanceTmLift [in LogRel.Substitution.Irrelevance]
irrelevanceTm' [in LogRel.Substitution.Irrelevance]
irrelevanceTm'' [in LogRel.Substitution.Irrelevance]
irrelevanceTy [in LogRel.Substitution.Irrelevance]
irrelevanceTyEq [in LogRel.Substitution.Irrelevance]
irrelevanceTyEq' [in LogRel.Substitution.Irrelevance]
irrelevanceTy' [in LogRel.Substitution.Irrelevance]
IrrRec [in LogRel.LogicalRelation.Irrelevance]
IrrRec0 [in LogRel.LogicalRelation.Irrelevance]
isCanonical_ren_wl [in LogRel.Weakening]
isCanonical_ren [in LogRel.NormalForms]
isFun_ren_wl [in LogRel.Weakening]
isFun_ren [in LogRel.NormalForms]
isLRFun_isWfFun [in LogRel.Substitution.Introductions.Lambda]
isLRFun_ren [in LogRel.LogicalRelation.Weakening]
isLRFun_Ltrans [in LogRel.LogicalRelation.Monotonicity]
isLRPair_isPair [in LogRel.Substitution.Introductions.Sigma]
isLRPair_isWfPair [in LogRel.Substitution.Introductions.Sigma]
isLRPair_ren [in LogRel.LogicalRelation.Weakening]
isLRPair_Ltrans [in LogRel.LogicalRelation.Monotonicity]
isPair_ren_wl [in LogRel.Weakening]
isPair_ren [in LogRel.NormalForms]
isPosType_ren_wl [in LogRel.Weakening]
isPosType_ren [in LogRel.NormalForms]
isType_ren_wl [in LogRel.Weakening]
isType_ren [in LogRel.NormalForms]
isWfFun_Ltrans [in LogRel.GenericTyping]
isWfFun_isFun [in LogRel.GenericTyping]
isWfPair_Ltrans [in LogRel.GenericTyping]
isWfPair_isPair [in LogRel.GenericTyping]
L
lambda_cong [in LogRel.GenericTyping]lamBetaRed [in LogRel.Substitution.Introductions.Lambda]
lamValid [in LogRel.Substitution.Introductions.Lambda]
lamValid0 [in LogRel.Substitution.Introductions.Lambda]
LCon_le_up [in LogRel.LContexts]
LCon_le_step [in LogRel.LContexts]
LCon_le_in_LCon [in LogRel.LContexts]
le_over_tree [in LogRel.Monad]
liftSubstComm [in LogRel.Substitution.SingleSubst]
liftSubstS [in LogRel.Substitution.Properties]
liftSubstSEq [in LogRel.Substitution.Properties]
liftSubstSEq' [in LogRel.Substitution.Properties]
liftSubstSrealign [in LogRel.Substitution.Properties]
liftSubstSrealign' [in LogRel.Substitution.Properties]
liftSubstS' [in LogRel.Substitution.Properties]
liftSubst_singleSubst_eq [in LogRel.Substitution.Introductions.Nat]
liftSubst_scons_eq [in LogRel.AutoSubst.Extra]
liftSubst_singleSubst_eq [in LogRel.Substitution.Introductions.Empty]
LogRelRec_unfold [in LogRel.LogicalRelation]
LRCumulative [in LogRel.LogicalRelation.Irrelevance]
LRCumulative' [in LogRel.LogicalRelation.Irrelevance]
lrefl [in LogRel.Utils]
LREqTermHelper [in LogRel.LogicalRelation.Transitivity]
LREqTermSymConv [in LogRel.LogicalRelation.Transitivity]
LRIrrelevantCum [in LogRel.LogicalRelation.Irrelevance]
LRIrrelevantCumPolyRed [in LogRel.LogicalRelation.Irrelevance]
LRIrrelevantCumTy [in LogRel.LogicalRelation.Irrelevance]
LRIrrelevantPack [in LogRel.LogicalRelation.Irrelevance]
LRIrrelevantPreds [in LogRel.LogicalRelation.Irrelevance]
LRPiPolyEq [in LogRel.Substitution.Introductions.Pi]
LRPiPolyEq' [in LogRel.Substitution.Introductions.Pi]
LRPiPolyEq0 [in LogRel.Substitution.Introductions.Pi]
LRPiPoly0 [in LogRel.Substitution.Introductions.Pi]
LRTmEqIrrelevantCum [in LogRel.LogicalRelation.Irrelevance]
LRTmEqIrrelevantCum' [in LogRel.LogicalRelation.Irrelevance]
LRTmEqIrrelevant' [in LogRel.LogicalRelation.Irrelevance]
LRTmEqRedConv [in LogRel.LogicalRelation.Irrelevance]
LRTmEqRefl [in LogRel.LogicalRelation.Reflexivity]
LRTmEqSym [in LogRel.LogicalRelation.Irrelevance]
LRTmRedConv [in LogRel.LogicalRelation.Irrelevance]
LRTmRedIrrelevantCum [in LogRel.LogicalRelation.Irrelevance]
LRTmRedIrrelevantCum' [in LogRel.LogicalRelation.Irrelevance]
LRTmRedIrrelevant' [in LogRel.LogicalRelation.Irrelevance]
LRTmTmEqIrrelevant' [in LogRel.LogicalRelation.Irrelevance]
LRTransEq [in LogRel.LogicalRelation.Irrelevance]
LRTyEqIrrelevantCum [in LogRel.LogicalRelation.Irrelevance]
LRTyEqIrrelevantCum' [in LogRel.LogicalRelation.Irrelevance]
LRTyEqIrrelevant' [in LogRel.LogicalRelation.Irrelevance]
LRTyEqRefl [in LogRel.LogicalRelation.Reflexivity]
LRTyEqSym [in LogRel.LogicalRelation.Irrelevance]
LR_rect_TyUrGen [in LogRel.LogicalRelation.Induction]
LR_rect_TyUr0 [in LogRel.LogicalRelation.Induction]
LR_rect_TyUr [in LogRel.LogicalRelation.Induction]
LR_rect_LogRelRec [in LogRel.LogicalRelation.Induction]
LR_rect [in LogRel.LogicalRelation.Induction]
Ltrans [in LogRel.LogicalRelation.Monotonicity]
Ltrans_down_over_tree [in LogRel.Monad]
M
mkIdRedTy [in LogRel.LogicalRelation.Id]mkPolyRed [in LogRel.Substitution.Introductions.Poly]
mkPolyRed' [in LogRel.Substitution.Introductions.Poly]
N
natconvValid [in LogRel.Substitution.Introductions.Nat]natElimCongValid [in LogRel.Substitution.Introductions.Nat]
natElimRed [in LogRel.Substitution.Introductions.Nat]
natElimRedAux [in LogRel.Substitution.Introductions.Nat]
natElimRedAuxLeft [in LogRel.Substitution.Introductions.Nat]
natElimRedAuxRight [in LogRel.Substitution.Introductions.Nat]
natElimRedEq [in LogRel.Substitution.Introductions.Nat]
natElimRedEqAux [in LogRel.Substitution.Introductions.Nat]
natElimSuccValid [in LogRel.Substitution.Introductions.Nat]
natElimValid [in LogRel.Substitution.Introductions.Nat]
natElimZeroValid [in LogRel.Substitution.Introductions.Nat]
NatIrrelevanceLRPack [in LogRel.LogicalRelation.Irrelevance]
NatIrrelevanceTm [in LogRel.LogicalRelation.Irrelevance]
NatIrrelevanceTmEq [in LogRel.LogicalRelation.Irrelevance]
NatIrrelevanceTyEq [in LogRel.LogicalRelation.Irrelevance]
NatPropEq_whnf [in LogRel.LogicalRelation]
NatProp_tSucc_inv [in LogRel.Substitution.Introductions.Bool]
NatProp_tZero_inv [in LogRel.Substitution.Introductions.Bool]
NatProp_whnf [in LogRel.LogicalRelation]
natRed [in LogRel.Substitution.Introductions.Nat]
NatRedTmEq.NatRedEqInduction [in LogRel.LogicalRelation]
NatRedTm.NatRedInduction [in LogRel.LogicalRelation]
natTermRed [in LogRel.Substitution.Introductions.Nat]
natTermValid [in LogRel.Substitution.Introductions.Nat]
NatTm_Ltrans [in LogRel.LogicalRelation.Monotonicity]
nattoterminj [in LogRel.LContexts]
natValid [in LogRel.Substitution.Introductions.Nat]
nat_to_term_ren [in LogRel.Weakening]
NeIrrelevanceLRPack [in LogRel.LogicalRelation.Irrelevance]
neLambda [in LogRel.NormalForms]
nenattoterm [in LogRel.NormalForms]
NeNfconv [in LogRel.LogicalRelation.Irrelevance]
NeNfEqconv [in LogRel.LogicalRelation.Irrelevance]
NeNfEqRefl [in LogRel.LogicalRelation.Reflexivity]
NeNfEqSym [in LogRel.LogicalRelation.Irrelevance]
nePi [in LogRel.NormalForms]
neSort [in LogRel.NormalForms]
neU [in LogRel.LogicalRelation.Neutral]
neuEq [in LogRel.LogicalRelation.Neutral]
neuTerm [in LogRel.LogicalRelation.Neutral]
neuTermEq [in LogRel.LogicalRelation.Neutral]
notinLConnotinLCon [in LogRel.LContexts]
not_in_LCon_le_not_in_LCon [in LogRel.LContexts]
nSuccalphaneinj [in LogRel.NormalForms]
nSuccneinj [in LogRel.NormalForms]
nSucc_ren [in LogRel.NormalForms]
nSucc_injnat [in LogRel.NormalForms]
nSucc_cases [in LogRel.NormalForms]
nSucc_subst [in LogRel.Substitution.Introductions.Bool]
O
oredalg_wk [in LogRel.UntypedReduction]ored_det [in LogRel.UntypedReduction]
over_tree_fusion_r [in LogRel.Monad]
over_tree_fusion_l [in LogRel.Monad]
over_tree_Ltrans_up [in LogRel.Monad]
over_tree_Ltrans_down [in LogRel.Monad]
over_tree_le [in LogRel.Monad]
P
pairFstRed [in LogRel.Substitution.Introductions.Sigma]pairFstRedEq [in LogRel.Substitution.Introductions.Sigma]
pairFstValid [in LogRel.Substitution.Introductions.Sigma]
pairRed [in LogRel.Substitution.Introductions.Sigma]
pairSndRed [in LogRel.Substitution.Introductions.Sigma]
pairSndRedEq [in LogRel.Substitution.Introductions.Sigma]
pairSndValid [in LogRel.Substitution.Introductions.Sigma]
pairValid [in LogRel.Substitution.Introductions.Sigma]
ParamRedTy.beta_ad [in LogRel.LogicalRelation]
ParamRedTy.beta_pack [in LogRel.LogicalRelation]
ParamRedTy.eta [in LogRel.LogicalRelation]
PiCong [in LogRel.Substitution.Introductions.Pi]
PiCongTm [in LogRel.Substitution.Introductions.Pi]
PiEqRed1 [in LogRel.Substitution.Introductions.Pi]
PiEqRed2 [in LogRel.Substitution.Introductions.Pi]
PiRed [in LogRel.Substitution.Introductions.Pi]
PiRedU [in LogRel.Substitution.Introductions.Pi]
PiValid [in LogRel.Substitution.Introductions.Pi]
PiValidCod [in LogRel.Substitution.Introductions.Pi]
PiValidDom [in LogRel.Substitution.Introductions.Pi]
PiValidU [in LogRel.Substitution.Introductions.Pi]
pointwise_forall [in LogRel.AutoSubst.core]
polyCodSubstExtRed [in LogRel.Substitution.Introductions.Poly]
polyCodSubstRed [in LogRel.Substitution.Introductions.Poly]
polyRedArrExt [in LogRel.LogicalRelation.SimpleArr]
polyRedEqArrExt [in LogRel.LogicalRelation.SimpleArr]
polyRedEqId [in LogRel.Substitution.Introductions.Poly]
polyRedEqSubst [in LogRel.Substitution.Introductions.Poly]
PolyRedEqSym [in LogRel.LogicalRelation.Irrelevance]
polyRedId [in LogRel.Substitution.Introductions.Poly]
polyRedSubst [in LogRel.Substitution.Introductions.Poly]
PolyRed.beta_ad [in LogRel.LogicalRelation]
PolyRed.beta_pack [in LogRel.LogicalRelation]
PolyRed.eta [in LogRel.LogicalRelation]
prodTyEqU [in LogRel.Substitution.Introductions.Pi]
R
redalg_Ltrans [in LogRel.UntypedReduction]redalg_one_step [in LogRel.UntypedReduction]
redalg_idElim [in LogRel.UntypedReduction]
redalg_snd [in LogRel.UntypedReduction]
redalg_fst [in LogRel.UntypedReduction]
redalg_natEmpty [in LogRel.UntypedReduction]
redalg_boolElim [in LogRel.UntypedReduction]
redalg_natElim [in LogRel.UntypedReduction]
redalg_app [in LogRel.UntypedReduction]
redEq_idElimMotive_substupup [in LogRel.Substitution.Introductions.Id]
redFwd [in LogRel.LogicalRelation.Reduction]
redFwdConv [in LogRel.LogicalRelation.Reduction]
redSubst [in LogRel.LogicalRelation.Reduction]
redSubstTerm [in LogRel.LogicalRelation.Reduction]
RedTmConv [in LogRel.LogicalRelation.Irrelevance]
redtmdecl_conv [in LogRel.DeclarativeInstance]
redtmdecl_app [in LogRel.DeclarativeInstance]
redtmdecl_wk [in LogRel.DeclarativeInstance]
redtmdecl_red [in LogRel.DeclarativeTyping]
redTmFwd [in LogRel.LogicalRelation.Reduction]
redTmFwdConv [in LogRel.LogicalRelation.Reduction]
RedTmIrrelevantCum [in LogRel.LogicalRelation.Irrelevance]
redtmwf_det [in LogRel.GenericTyping]
redtmwf_whne [in LogRel.GenericTyping]
redtmwf_whnf [in LogRel.GenericTyping]
redtmwf_Ltrans [in LogRel.GenericTyping]
redtmwf_boolElimFalse [in LogRel.GenericTyping]
redtmwf_boolElimTrue [in LogRel.GenericTyping]
redtmwf_natElimZero [in LogRel.GenericTyping]
redtmwf_appwk [in LogRel.GenericTyping]
redtmwf_app [in LogRel.GenericTyping]
redtmwf_refl [in LogRel.GenericTyping]
redtmwf_meta_conv_ty [in LogRel.GenericTyping]
redtm_whnf [in LogRel.GenericTyping]
redtm_comp_beta [in LogRel.GenericTyping]
redtm_id_beta [in LogRel.GenericTyping]
redtm_red [in LogRel.GenericTyping]
redtm_meta_conv [in LogRel.GenericTyping]
redtydecl_term [in LogRel.DeclarativeInstance]
redtydecl_wk [in LogRel.DeclarativeInstance]
redtydecl_red [in LogRel.DeclarativeTyping]
RedTyRecBwd [in LogRel.LogicalRelation]
RedTyRecFwd [in LogRel.LogicalRelation]
redtywf_det [in LogRel.GenericTyping]
redtywf_whne [in LogRel.GenericTyping]
redtywf_whnf [in LogRel.GenericTyping]
redtywf_Ltrans [in LogRel.GenericTyping]
redtywf_refl [in LogRel.GenericTyping]
redtywf_term [in LogRel.GenericTyping]
redtywf_red [in LogRel.GenericTyping]
redtywf_wk [in LogRel.GenericTyping]
redty_whnf [in LogRel.GenericTyping]
redty_red [in LogRel.GenericTyping]
reducibleTm [in LogRel.Substitution.Escape]
reducibleTmEq [in LogRel.Substitution.Escape]
reducibleTy [in LogRel.Substitution.Escape]
reducibleTyEq [in LogRel.Substitution.Escape]
redUOne [in LogRel.Substitution.Introductions.Nat]
redUOne [in LogRel.LogicalRelation.Universe]
redUOne [in LogRel.Substitution.Introductions.Empty]
redwfSubst [in LogRel.LogicalRelation.Reduction]
redwfSubstTerm [in LogRel.LogicalRelation.Reduction]
redwfSubstValid [in LogRel.Substitution.Reduction]
red_idElimMotive_substupup_cong [in LogRel.Substitution.Introductions.Id]
red_idElimMotive_substupup [in LogRel.Substitution.Introductions.Id]
red_whnf [in LogRel.LogicalRelation.ShapeView]
red_alphane [in LogRel.UntypedReduction]
red_Ltrans [in LogRel.UntypedReduction]
red_whnf [in LogRel.UntypedReduction]
red_whne [in LogRel.UntypedReduction]
reflBoolRedTmEq [in LogRel.LogicalRelation.Reflexivity]
reflCongRed [in LogRel.LogicalRelation.Id]
reflCongValid [in LogRel.Substitution.Introductions.Id]
reflEmptyRedTmEq [in LogRel.LogicalRelation.Reflexivity]
reflIdPropEq [in LogRel.LogicalRelation.Reflexivity]
reflIdRedTmEq [in LogRel.LogicalRelation.Reflexivity]
reflIdSubstS [in LogRel.Substitution.Properties]
reflNatRedTmEq [in LogRel.LogicalRelation.Reflexivity]
reflRed [in LogRel.LogicalRelation.Id]
reflRed' [in LogRel.LogicalRelation.Id]
reflSubst [in LogRel.Substitution.Irrelevance]
reflValid [in LogRel.Substitution.Introductions.Id]
reflValidTm [in LogRel.Substitution.Reflexivity]
reflValidTy [in LogRel.Substitution.Reflexivity]
RPext [in LogRel.Substitution.Introductions.Nat]
RPext [in LogRel.Substitution.Introductions.Bool]
RPext [in LogRel.Substitution.Introductions.Empty]
S
scons_comp' [in LogRel.AutoSubst.unscoped]scons_eta_id' [in LogRel.AutoSubst.unscoped]
scons_eta' [in LogRel.AutoSubst.unscoped]
ShapeViewConv [in LogRel.LogicalRelation.ShapeView]
ShapeViewRefl [in LogRel.LogicalRelation.ShapeView]
shiftPolyRed [in LogRel.LogicalRelation.SimpleArr]
shiftPolyRedEq [in LogRel.LogicalRelation.SimpleArr]
shift_up_ren [in LogRel.DeclarativeInstance]
shift_upRen [in LogRel.Weakening]
shift_subst_scons [in LogRel.Weakening]
shift_up_eq [in LogRel.AutoSubst.Extra]
SigCong [in LogRel.Substitution.Introductions.Sigma]
SigCongRed [in LogRel.Substitution.Introductions.Sigma]
SigCongTm [in LogRel.Substitution.Introductions.Sigma]
SigEqRed [in LogRel.Substitution.Introductions.Sigma]
sigEtaRed [in LogRel.Substitution.Introductions.Sigma]
sigEtaValid [in LogRel.Substitution.Introductions.Sigma]
SigRed [in LogRel.Substitution.Introductions.Sigma]
SigRedU [in LogRel.Substitution.Introductions.Sigma]
sigTmEq [in LogRel.Substitution.Introductions.Sigma]
SigValid [in LogRel.Substitution.Introductions.Sigma]
SigValidU [in LogRel.Substitution.Introductions.Sigma]
simpleArrCongValid [in LogRel.Substitution.Introductions.SimpleArr]
simpleArrValid [in LogRel.Substitution.Introductions.SimpleArr]
simple_compValid [in LogRel.Substitution.Introductions.SimpleArr]
simple_idValid [in LogRel.Substitution.Introductions.SimpleArr]
simple_appValid [in LogRel.Substitution.Introductions.SimpleArr]
simple_appcongTerm [in LogRel.LogicalRelation.SimpleArr]
simple_appTerm [in LogRel.LogicalRelation.SimpleArr]
simple_appTerm0 [in LogRel.LogicalRelation.SimpleArr]
simple_app_id [in LogRel.LogicalRelation.SimpleArr]
singleSubstComm [in LogRel.Substitution.SingleSubst]
singleSubstComm' [in LogRel.Substitution.SingleSubst]
singleSubstPoly [in LogRel.Substitution.SingleSubst]
singleSubstPoly2 [in LogRel.Substitution.SingleSubst]
singleSubstΠ1 [in LogRel.Substitution.SingleSubst]
singleSubstΠ2 [in LogRel.Substitution.SingleSubst]
singleSubstΣ1 [in LogRel.Substitution.SingleSubst]
sndCongValid [in LogRel.Substitution.Introductions.Sigma]
sndRed [in LogRel.Substitution.Introductions.Sigma]
sndRedEq [in LogRel.Substitution.Introductions.Sigma]
sndValid [in LogRel.Substitution.Introductions.Sigma]
sne_ren [in LogRel.UntypedValues]
sne_whne [in LogRel.UntypedValues]
snf_ren [in LogRel.UntypedValues]
snf_sne_ren [in LogRel.UntypedValues]
snf_red [in LogRel.UntypedValues]
soundCtxId [in LogRel.Substitution.Properties]
Split [in LogRel.LogicalRelation.Split]
split_to_over_tree [in LogRel.Monad]
split_valid_subst_wk_id [in LogRel.Substitution.Introductions.Sigma]
substEqIdElimMotive [in LogRel.Substitution.Introductions.Id]
substEqPolyRedEq [in LogRel.Substitution.Introductions.Poly]
substEq_idElimMotive_substupup [in LogRel.Substitution.Introductions.Id]
substEq_idElimMotive_substupupEq [in LogRel.Substitution.Introductions.Id]
substExtIdElimMotive [in LogRel.Substitution.Introductions.Id]
substExt_idElimMotive_substupup [in LogRel.Substitution.Introductions.Id]
substIdElimMotive [in LogRel.Substitution.Introductions.Id]
substLiftS [in LogRel.Substitution.SingleSubst]
substLiftSEq [in LogRel.Substitution.SingleSubst]
substLiftSEq' [in LogRel.Substitution.SingleSubst]
substPolyRed [in LogRel.Substitution.Introductions.Poly]
substPolyRedEq [in LogRel.Substitution.Introductions.Poly]
substS [in LogRel.Substitution.SingleSubst]
substSEq [in LogRel.Substitution.SingleSubst]
substSEq_wk [in LogRel.Substitution.Properties]
substSTm [in LogRel.Substitution.SingleSubst]
substSTmEq [in LogRel.Substitution.SingleSubst]
substS_wk [in LogRel.Substitution.Properties]
substSΠ [in LogRel.Substitution.SingleSubst]
substSΠaux [in LogRel.Substitution.SingleSubst]
substSΠeq [in LogRel.Substitution.SingleSubst]
subst_ren_subst_mixed2 [in LogRel.Weakening]
subst_ren_subst_mixed [in LogRel.Weakening]
subst_ren_wk_up2 [in LogRel.Weakening]
subst_ren_wk_up [in LogRel.Weakening]
subst_snd [in LogRel.Substitution.Introductions.Sigma]
subst_fst [in LogRel.Substitution.Introductions.Sigma]
subst_pair [in LogRel.Substitution.Introductions.Sigma]
subst_sig [in LogRel.Substitution.Introductions.Sigma]
subst_wk_id_tail [in LogRel.Substitution.Introductions.Poly]
subst_idElimMotive_substupup [in LogRel.Substitution.Introductions.Id]
subst_upup_scons2 [in LogRel.Substitution.Introductions.Id]
subst_scons2 [in LogRel.Substitution.Introductions.Id]
subst_Ltrans' [in LogRel.Substitution.Monotonicity]
subst_Ltrans [in LogRel.Substitution.Monotonicity]
subst_prod [in LogRel.AutoSubst.Extra]
subst_arr [in LogRel.AutoSubst.Extra]
succcongValid [in LogRel.Substitution.Introductions.Nat]
succRed [in LogRel.Substitution.Introductions.Nat]
succRedEq [in LogRel.Substitution.Introductions.Nat]
succRedInv [in LogRel.Substitution.Introductions.Nat]
succValid [in LogRel.Substitution.Introductions.Nat]
symLRPack [in LogRel.LogicalRelation.Irrelevance]
symmetrySubstEq [in LogRel.Substitution.Irrelevance]
symValidTmEq [in LogRel.Substitution.Irrelevance]
symValidTyEq [in LogRel.Substitution.Irrelevance]
T
TmEqIrrelevantCum [in LogRel.LogicalRelation.Irrelevance]TmEqRedConv [in LogRel.LogicalRelation.Irrelevance]
TmEqSplit [in LogRel.LogicalRelation.Split]
TmEqSplit' [in LogRel.LogicalRelation.Split]
TmEqValidity_Ltrans [in LogRel.Substitution.Monotonicity]
TmEq_Ltrans' [in LogRel.LogicalRelation.Monotonicity]
TmEq_Ltrans [in LogRel.LogicalRelation.Monotonicity]
tmr_wf_l [in LogRel.GenericTyping]
TmSplit [in LogRel.LogicalRelation.Split]
TmSplit' [in LogRel.LogicalRelation.Split]
TmValidity_Ltrans [in LogRel.Substitution.Monotonicity]
Tm_Ltrans' [in LogRel.LogicalRelation.Monotonicity]
Tm_Ltrans [in LogRel.LogicalRelation.Monotonicity]
transEq [in LogRel.LogicalRelation.Transitivity]
transEqTerm [in LogRel.LogicalRelation.Transitivity]
transEqTermBool [in LogRel.LogicalRelation.Transitivity]
transEqTermEmpty [in LogRel.LogicalRelation.Transitivity]
transEqTermNat [in LogRel.LogicalRelation.Transitivity]
transEqTermNeu [in LogRel.LogicalRelation.Transitivity]
transEqTermU [in LogRel.LogicalRelation.Transitivity]
transEqTermΠ [in LogRel.LogicalRelation.Transitivity]
transEqTermΣ [in LogRel.LogicalRelation.Transitivity]
transIdPropEq [in LogRel.LogicalRelation.Transitivity]
transNeNfEq [in LogRel.LogicalRelation.Transitivity]
transSubstEq [in LogRel.Substitution.Irrelevance]
transTmEqId [in LogRel.LogicalRelation.Transitivity]
transValidTmEq [in LogRel.Substitution.Irrelevance]
transValidTyEq [in LogRel.Substitution.Irrelevance]
TreeEqSplit [in LogRel.LogicalRelation.Split]
TreeSplit [in LogRel.LogicalRelation.Split]
TreeTmEqSplit [in LogRel.LogicalRelation.Split]
TreeTmSplit [in LogRel.LogicalRelation.Split]
trueRed [in LogRel.Substitution.Introductions.Bool]
trueRedEq [in LogRel.Substitution.Introductions.Bool]
trueValid [in LogRel.Substitution.Introductions.Bool]
TyEqIrrelevantCum [in LogRel.LogicalRelation.Irrelevance]
TyEqRecBwd [in LogRel.LogicalRelation]
TyEqRecFwd [in LogRel.LogicalRelation]
TyEqSym [in LogRel.LogicalRelation.Irrelevance]
TyEqValidity_Ltrans [in LogRel.Substitution.Monotonicity]
TypingDecl_trans [in LogRel.DeclarativeTyping]
typing_wk [in LogRel.DeclarativeInstance]
typing_eta [in LogRel.GenericTyping]
typing_meta_conv [in LogRel.GenericTyping]
tyr_wf_l [in LogRel.GenericTyping]
ty_over_tree [in LogRel.Monad]
ty_comp [in LogRel.GenericTyping]
ty_id' [in LogRel.GenericTyping]
ty_id [in LogRel.GenericTyping]
ty_simple_app [in LogRel.GenericTyping]
ty_var0 [in LogRel.GenericTyping]
ty_app_ren [in LogRel.LogicalRelation.Neutral]
U
uniqueinLCon [in LogRel.LContexts]UnivEq [in LogRel.LogicalRelation.Universe]
UnivEqEq [in LogRel.LogicalRelation.Universe]
univEqTmEqTy [in LogRel.LogicalRelation.Universe]
univEqTmEqTy' [in LogRel.LogicalRelation.Universe]
univEqValid [in LogRel.Substitution.Introductions.Universe]
UnivEq' [in LogRel.LogicalRelation.Universe]
UnivIrrelevanceLRPack [in LogRel.LogicalRelation.Irrelevance]
univTmTy [in LogRel.LogicalRelation.Universe]
univTmTy' [in LogRel.LogicalRelation.Universe]
univValid [in LogRel.Substitution.Introductions.Universe]
up_subst_single [in LogRel.Substitution.Introductions.Sigma]
up_liftSubst_eq [in LogRel.AutoSubst.Extra]
up_single_subst [in LogRel.AutoSubst.Extra]
up_liftSubst_eq [in LogRel.Substitution.Introductions.Empty]
up_single_subst [in LogRel.Substitution.Introductions.Empty]
up_ren_ren [in LogRel.AutoSubst.unscoped]
urefl [in LogRel.Utils]
UValid [in LogRel.Substitution.Introductions.Universe]
V
validEqTmSplit [in LogRel.Substitution.Split]validEqTmSplit' [in LogRel.Substitution.Split]
validEqTySplit [in LogRel.Substitution.Split]
validEqTySplit' [in LogRel.Substitution.Split]
Validity_Ltrans' [in LogRel.Substitution.Monotonicity]
Validity_Ltrans [in LogRel.Substitution.Monotonicity]
Validity_Ltrans [in LogRel.Validity]
validity_rect [in LogRel.Validity]
validTmSplit [in LogRel.Substitution.Split]
validTmSplit' [in LogRel.Substitution.Split]
validTySplit [in LogRel.Substitution.Split]
varnValid [in LogRel.Substitution.Introductions.Var]
var0 [in LogRel.LogicalRelation.Neutral]
var0conv [in LogRel.LogicalRelation.Neutral]
var0Valid [in LogRel.Substitution.Introductions.Var]
var0Valid' [in LogRel.Substitution.Introductions.Var]
var1Valid [in LogRel.Substitution.Introductions.Var]
VPack_Ltrans [in LogRel.Substitution.Monotonicity]
VPack_Ltrans [in LogRel.Validity]
VRirrelevant [in LogRel.Substitution.Irrelevance]
VR_inv [in LogRel.Validity]
VR_rect [in LogRel.Validity]
W
WalphaRed [in LogRel.Substitution.Introductions.Bool]WalphaRedEq [in LogRel.Substitution.Introductions.Bool]
WappcongTerm [in LogRel.LogicalRelation.Application]
WappcongTerm' [in LogRel.LogicalRelation.Application]
WappTerm [in LogRel.LogicalRelation.Application]
WappTerm' [in LogRel.LogicalRelation.Application]
WarrRedCong' [in LogRel.LogicalRelation.SimpleArr]
WArrRedTy [in LogRel.LogicalRelation.SimpleArr]
WboolRed [in LogRel.Substitution.Introductions.Bool]
Wcompleteness [in LogRel.LogicalRelation.Neutral]
wellformedSubst [in LogRel.Substitution.Properties]
wellformedSubstEq [in LogRel.Substitution.Properties]
well_subst_ext [in LogRel.GenericTyping]
well_length [in LogRel.Weakening]
well_wk_compose [in LogRel.Weakening]
well_wk_id [in LogRel.Weakening]
WEq_Ltrans' [in LogRel.LogicalRelation.Monotonicity]
WEq_Ltrans [in LogRel.LogicalRelation.Monotonicity]
Wescape [in LogRel.LogicalRelation.Escape]
WescapeConv [in LogRel.LogicalRelation.Escape]
WescapeEq [in LogRel.LogicalRelation.Escape]
WfalseRed [in LogRel.Substitution.Introductions.Bool]
WfalseRedEq [in LogRel.Substitution.Introductions.Bool]
WfContextDecl_trans [in LogRel.DeclarativeTyping]
WfCSplit [in LogRel.Substitution.Split]
wfc_over_tree [in LogRel.Monad]
WfC_Ltrans [in LogRel.Substitution.Monotonicity]
WfDeclInduction [in LogRel.DeclarativeTyping]
WfTypeDecl_trans [in LogRel.DeclarativeTyping]
wft_over_tree [in LogRel.Monad]
wft_wk1 [in LogRel.GenericTyping]
wft_simple_arr [in LogRel.GenericTyping]
whne_ren_wl [in LogRel.Weakening]
whne_ren [in LogRel.NormalForms]
whne_nored [in LogRel.UntypedReduction]
whnfnattoterm [in LogRel.NormalForms]
whnf_ren_wl [in LogRel.Weakening]
whnf_ren [in LogRel.NormalForms]
whnf_nored [in LogRel.UntypedReduction]
whredtm_Ltrans [in LogRel.GenericTyping]
whredtm_det [in LogRel.GenericTyping]
whredty_Ltrans [in LogRel.GenericTyping]
whredty_det [in LogRel.GenericTyping]
whred_red_alphane [in LogRel.UntypedReduction]
whred_det [in LogRel.UntypedReduction]
whred_red_det [in LogRel.UntypedReduction]
WIdCongRed [in LogRel.LogicalRelation.Id]
WIdCongRedU [in LogRel.LogicalRelation.Id]
WidElimCongRed [in LogRel.LogicalRelation.Id]
WidElimPropCongRed [in LogRel.LogicalRelation.Id]
WidElimPropRed [in LogRel.LogicalRelation.Id]
WidElimRed [in LogRel.LogicalRelation.Id]
WIdRed [in LogRel.LogicalRelation.Id]
WIdRedU [in LogRel.LogicalRelation.Id]
wk [in LogRel.LogicalRelation.Weakening]
wkBool [in LogRel.LogicalRelation.Weakening]
wkEmpty [in LogRel.LogicalRelation.Weakening]
wkEq [in LogRel.LogicalRelation.Weakening]
wkEq_Ltrans [in LogRel.LogicalRelation.Monotonicity]
wkId [in LogRel.LogicalRelation.Weakening]
wkNat [in LogRel.LogicalRelation.Weakening]
wkNeNf [in LogRel.LogicalRelation.Weakening]
wkNeNfEq [in LogRel.LogicalRelation.Weakening]
wkPoly [in LogRel.LogicalRelation.Weakening]
wkPolyEq [in LogRel.LogicalRelation.Weakening]
wkRedArr [in LogRel.LogicalRelation.SimpleArr]
wkSubstS [in LogRel.Substitution.Properties]
wkSubstSEq [in LogRel.Substitution.Properties]
wkTerm [in LogRel.LogicalRelation.Weakening]
wkTermEq [in LogRel.LogicalRelation.Weakening]
wkTmEq_Ltrans [in LogRel.LogicalRelation.Monotonicity]
wkTm_Ltrans [in LogRel.LogicalRelation.Monotonicity]
wkU [in LogRel.LogicalRelation.Weakening]
wkUTerm [in LogRel.LogicalRelation.Weakening]
wkValidTm [in LogRel.Substitution.Properties]
wkValidTy [in LogRel.Substitution.Properties]
wkValidTyEq [in LogRel.Substitution.Properties]
wk_comp_assoc [in LogRel.Weakening]
wk_comp_runit [in LogRel.Weakening]
wk_comp_lunit [in LogRel.Weakening]
wk_idElim [in LogRel.Weakening]
wk_up_wk1 [in LogRel.Weakening]
wk_step_wk1 [in LogRel.Weakening]
wk_refl [in LogRel.Weakening]
wk_Id [in LogRel.Weakening]
wk_comp [in LogRel.Weakening]
wk_snd [in LogRel.Weakening]
wk_fst [in LogRel.Weakening]
wk_pair [in LogRel.Weakening]
wk_sig [in LogRel.Weakening]
wk_prod [in LogRel.Weakening]
wk_elimSuccHypTy [in LogRel.Weakening]
wk_arr [in LogRel.Weakening]
wk_up_wk1_ren_on [in LogRel.Weakening]
wk_up_ren_on [in LogRel.Weakening]
wk_id_ren_on [in LogRel.Weakening]
wk_comp_ren_on [in LogRel.Weakening]
wk_up_ren_subst [in LogRel.Weakening]
wk_up_ren [in LogRel.Weakening]
wk_compose_compose [in LogRel.Weakening]
wk_to_ren_id [in LogRel.Weakening]
wk_id_shift [in LogRel.Substitution.Introductions.Sigma]
wk_Ltrans [in LogRel.LogicalRelation.Monotonicity]
wk1SubstS [in LogRel.Substitution.Properties]
wk1SubstSEq [in LogRel.Substitution.Properties]
wk1ValidTm [in LogRel.Substitution.Properties]
wk1ValidTmEq [in LogRel.Substitution.Properties]
wk1ValidTy [in LogRel.Substitution.Properties]
wk1ValidTyEq [in LogRel.Substitution.Properties]
wk1_irr [in LogRel.Weakening]
wk1_ren_on [in LogRel.Weakening]
wk1_ren [in LogRel.Weakening]
wkΠ [in LogRel.LogicalRelation.Weakening]
wkΠTerm [in LogRel.LogicalRelation.Weakening]
wkΠ_eq [in LogRel.LogicalRelation.Weakening]
wkΣ [in LogRel.LogicalRelation.Weakening]
wkΣTerm [in LogRel.LogicalRelation.Weakening]
wkΣ_eq [in LogRel.LogicalRelation.Weakening]
WLRCumulative [in LogRel.LogicalRelation.Irrelevance]
WLRCumulative' [in LogRel.LogicalRelation.Irrelevance]
WLREqTermHelper [in LogRel.LogicalRelation.Transitivity]
WLREqTermSymConv [in LogRel.LogicalRelation.Transitivity]
WLREq_embedding [in LogRel.LogicalRelation.Induction]
WLRTmEqIrrelevantCum' [in LogRel.LogicalRelation.Irrelevance]
WLRTmEqIrrelevant' [in LogRel.LogicalRelation.Irrelevance]
WLRTmEqRedConv [in LogRel.LogicalRelation.Irrelevance]
WLRTmEqSym [in LogRel.LogicalRelation.Irrelevance]
WLRTmEq_embedding [in LogRel.LogicalRelation.Induction]
WLRTmRedConv [in LogRel.LogicalRelation.Irrelevance]
WLRTmRedIrrelevantCum' [in LogRel.LogicalRelation.Irrelevance]
WLRTmRedIrrelevant' [in LogRel.LogicalRelation.Irrelevance]
WLRTmTmEqIrrelevant' [in LogRel.LogicalRelation.Irrelevance]
WLRTm_embedding [in LogRel.LogicalRelation.Induction]
WLRTransEq [in LogRel.LogicalRelation.Irrelevance]
WLRTyEqIrrelevantCum' [in LogRel.LogicalRelation.Irrelevance]
WLRTyEqIrrelevant' [in LogRel.LogicalRelation.Irrelevance]
WLRTyEqSym [in LogRel.LogicalRelation.Irrelevance]
WLR_embedding [in LogRel.LogicalRelation.Induction]
WLtrans [in LogRel.LogicalRelation.Monotonicity]
WnatRed [in LogRel.Substitution.Introductions.Nat]
WneuTerm [in LogRel.LogicalRelation.Neutral]
WneuTermEq [in LogRel.LogicalRelation.Neutral]
WpairFstRed [in LogRel.Substitution.Introductions.Sigma]
WpairFstRedEq [in LogRel.Substitution.Introductions.Sigma]
WpairRed [in LogRel.Substitution.Introductions.Sigma]
WpairSndRed [in LogRel.Substitution.Introductions.Sigma]
WpolyRedEqId [in LogRel.Substitution.Introductions.Poly]
WpolyRedId [in LogRel.Substitution.Introductions.Poly]
WredFwd [in LogRel.LogicalRelation.Reduction]
WredSubst [in LogRel.LogicalRelation.Reduction]
WredSubstTerm [in LogRel.LogicalRelation.Reduction]
WredTmFwd [in LogRel.LogicalRelation.Reduction]
WredTmFwdConv [in LogRel.LogicalRelation.Reduction]
WredwfSubstTerm [in LogRel.LogicalRelation.Reduction]
WreflCongRed [in LogRel.LogicalRelation.Id]
Wreflect [in LogRel.LogicalRelation.Neutral]
WreflRed [in LogRel.LogicalRelation.Id]
WreflRed' [in LogRel.LogicalRelation.Id]
Wsimple_appcongTerm [in LogRel.LogicalRelation.SimpleArr]
Wsimple_appTerm [in LogRel.LogicalRelation.SimpleArr]
WsuccRed [in LogRel.Substitution.Introductions.Nat]
WsuccRedEq [in LogRel.Substitution.Introductions.Nat]
WTmEq_Ltrans' [in LogRel.LogicalRelation.Monotonicity]
WTmEq_Ltrans [in LogRel.LogicalRelation.Monotonicity]
WTm_Ltrans' [in LogRel.LogicalRelation.Monotonicity]
WTm_Ltrans [in LogRel.LogicalRelation.Monotonicity]
WtransEq [in LogRel.LogicalRelation.Transitivity]
WtransEqTerm [in LogRel.LogicalRelation.Transitivity]
WtrueRed [in LogRel.Substitution.Introductions.Bool]
WtrueRedEq [in LogRel.Substitution.Introductions.Bool]
WUnivEq [in LogRel.LogicalRelation.Universe]
WUnivEqEq [in LogRel.LogicalRelation.Universe]
Wvar0 [in LogRel.LogicalRelation.Neutral]
Wwk [in LogRel.LogicalRelation.Weakening]
WwkEq [in LogRel.LogicalRelation.Weakening]
WwkEqTm_Ltrans [in LogRel.LogicalRelation.Monotonicity]
WwkEq_Ltrans [in LogRel.LogicalRelation.Monotonicity]
WwkTerm [in LogRel.LogicalRelation.Weakening]
WwkTermEq [in LogRel.LogicalRelation.Weakening]
WwkTm_Ltrans [in LogRel.LogicalRelation.Monotonicity]
Wwk_Ltrans [in LogRel.LogicalRelation.Monotonicity]
WzeroRed [in LogRel.Substitution.Introductions.Nat]
WzeroRedEq [in LogRel.Substitution.Introductions.Nat]
Z
zeroRed [in LogRel.Substitution.Introductions.Nat]zeroRedEq [in LogRel.Substitution.Introductions.Nat]
zeroValid [in LogRel.Substitution.Introductions.Nat]
other
ΠIrrelevanceLRPack [in LogRel.LogicalRelation.Irrelevance]ΠIrrelevanceTm [in LogRel.LogicalRelation.Irrelevance]
ΠIrrelevanceTmEq [in LogRel.LogicalRelation.Irrelevance]
ΠIrrelevanceTyEq [in LogRel.LogicalRelation.Irrelevance]
ΠTm_Ltrans [in LogRel.LogicalRelation.Monotonicity]
ΣIrrelevanceLRPack [in LogRel.LogicalRelation.Irrelevance]
ΣIrrelevanceTm [in LogRel.LogicalRelation.Irrelevance]
ΣIrrelevanceTmEq [in LogRel.LogicalRelation.Irrelevance]
ΣIrrelevanceTyEq [in LogRel.LogicalRelation.Irrelevance]
ΣTm_Ltrans [in LogRel.LogicalRelation.Monotonicity]
ηeqEqTerm [in LogRel.Substitution.Introductions.Lambda]
ηeqEqTermConvNf [in LogRel.Substitution.Introductions.Lambda]
ηeqEqTermConvNf_strong [in LogRel.Substitution.Introductions.Lambda]
ηeqEqTerm_strong [in LogRel.Substitution.Introductions.Lambda]
ϝwfCon [in LogRel.DeclarativeTyping]
Constructor Index
A
alphane_containsne [in LogRel.NormalForms]alphane_tIdElim [in LogRel.NormalForms]
alphane_tSnd [in LogRel.NormalForms]
alphane_tFst [in LogRel.NormalForms]
alphane_tEmptyElim [in LogRel.NormalForms]
alphane_tBoolElim [in LogRel.NormalForms]
alphane_tNatElim [in LogRel.NormalForms]
alphane_tApp [in LogRel.NormalForms]
alphane_tRel [in LogRel.NormalForms]
alphaRed [in LogRel.UntypedReduction]
alphaSubst [in LogRel.UntypedReduction]
appSubst [in LogRel.UntypedReduction]
B
boolElimFalse [in LogRel.UntypedReduction]boolElimSubst [in LogRel.UntypedReduction]
boolElimTrue [in LogRel.UntypedReduction]
BoolPos [in LogRel.NormalForms]
BoolRedTmEq.Build_BoolRedTmEq [in LogRel.LogicalRelation]
BoolRedTmEq.falseReq [in LogRel.LogicalRelation]
BoolRedTmEq.neReq [in LogRel.LogicalRelation]
BoolRedTmEq.trueReq [in LogRel.LogicalRelation]
BoolRedTm.Build_BoolRedTm [in LogRel.LogicalRelation]
BoolRedTm.falseR [in LogRel.LogicalRelation]
BoolRedTm.neR [in LogRel.LogicalRelation]
BoolRedTm.trueR [in LogRel.LogicalRelation]
BoolType [in LogRel.NormalForms]
BRed [in LogRel.UntypedReduction]
C
can_tRefl [in LogRel.NormalForms]can_tId [in LogRel.NormalForms]
can_tPair [in LogRel.NormalForms]
can_tSig [in LogRel.NormalForms]
can_tFalse [in LogRel.NormalForms]
can_tTrue [in LogRel.NormalForms]
can_tBool [in LogRel.NormalForms]
can_tEmpty [in LogRel.NormalForms]
can_tSucc [in LogRel.NormalForms]
can_tZero [in LogRel.NormalForms]
can_tNat [in LogRel.NormalForms]
can_tLambda [in LogRel.NormalForms]
can_tProd [in LogRel.NormalForms]
can_tSort [in LogRel.NormalForms]
check [in LogRel.Notations]
concons [in LogRel.DeclarativeTyping]
connil [in LogRel.DeclarativeTyping]
convUniv [in LogRel.DeclarativeTyping]
conv_ccons [in LogRel.GenericTyping]
conv_cempty [in LogRel.GenericTyping]
conv_scons [in LogRel.GenericTyping]
conv_sempty [in LogRel.GenericTyping]
conv_neu_conv [in LogRel.Notations]
conv_neu_red [in LogRel.Notations]
conv_neu [in LogRel.Notations]
conv_term_red [in LogRel.Notations]
conv_term [in LogRel.Notations]
conv_type_red [in LogRel.Notations]
conv_type [in LogRel.Notations]
Core.tAlpha [in LogRel.AutoSubst.Ast]
Core.tApp [in LogRel.AutoSubst.Ast]
Core.tBool [in LogRel.AutoSubst.Ast]
Core.tBoolElim [in LogRel.AutoSubst.Ast]
Core.tEmpty [in LogRel.AutoSubst.Ast]
Core.tEmptyElim [in LogRel.AutoSubst.Ast]
Core.tFalse [in LogRel.AutoSubst.Ast]
Core.tFst [in LogRel.AutoSubst.Ast]
Core.tId [in LogRel.AutoSubst.Ast]
Core.tIdElim [in LogRel.AutoSubst.Ast]
Core.tLambda [in LogRel.AutoSubst.Ast]
Core.tNat [in LogRel.AutoSubst.Ast]
Core.tNatElim [in LogRel.AutoSubst.Ast]
Core.tPair [in LogRel.AutoSubst.Ast]
Core.tProd [in LogRel.AutoSubst.Ast]
Core.tRefl [in LogRel.AutoSubst.Ast]
Core.tRel [in LogRel.AutoSubst.Ast]
Core.tSig [in LogRel.AutoSubst.Ast]
Core.tSnd [in LogRel.AutoSubst.Ast]
Core.tSort [in LogRel.AutoSubst.Ast]
Core.tSucc [in LogRel.AutoSubst.Ast]
Core.tTrue [in LogRel.AutoSubst.Ast]
Core.tZero [in LogRel.AutoSubst.Ast]
Core.up_term [in LogRel.AutoSubst.Ast]
E
emptyElimSubst [in LogRel.UntypedReduction]EmptyPos [in LogRel.NormalForms]
EmptyRedTmEq.Build_EmptyRedTmEq [in LogRel.LogicalRelation]
EmptyRedTmEq.neReq [in LogRel.LogicalRelation]
EmptyRedTm.Build_EmptyRedTm [in LogRel.LogicalRelation]
EmptyRedTm.neR [in LogRel.LogicalRelation]
EmptyType [in LogRel.NormalForms]
existT [in LogRel.Utils]
F
FalseBool [in LogRel.NormalForms]fstPair [in LogRel.UntypedReduction]
fstSubst [in LogRel.UntypedReduction]
I
idElimRefl [in LogRel.UntypedReduction]idElimSubst [in LogRel.UntypedReduction]
IdPos [in LogRel.NormalForms]
IdRedTmEq.neReq [in LogRel.LogicalRelation]
IdRedTmEq.reflReq [in LogRel.LogicalRelation]
IdRedTm.neR [in LogRel.LogicalRelation]
IdRedTm.reflR [in LogRel.LogicalRelation]
ids [in LogRel.AutoSubst.unscoped]
IdType [in LogRel.NormalForms]
inferring [in LogRel.Notations]
infer_red [in LogRel.Notations]
in_there_l [in LogRel.LContexts]
in_here_l [in LogRel.LContexts]
in_there [in LogRel.Context]
in_here [in LogRel.Context]
isterm [in LogRel.Notations]
istype [in LogRel.Notations]
L
LamFun [in LogRel.NormalForms]LamLRFun [in LogRel.LogicalRelation]
LamWfFun [in LogRel.GenericTyping]
leaf [in LogRel.Monad]
LRBool [in LogRel.LogicalRelation]
LREmpty [in LogRel.LogicalRelation]
LRId [in LogRel.LogicalRelation]
LRNat [in LogRel.LogicalRelation]
LRne [in LogRel.LogicalRelation]
LRPi [in LogRel.LogicalRelation]
LRSig [in LogRel.LogicalRelation]
LRU [in LogRel.LogicalRelation]
M
mkTag [in LogRel.Notations]N
natElimSubst [in LogRel.UntypedReduction]natElimSucc [in LogRel.UntypedReduction]
natElimZero [in LogRel.UntypedReduction]
NatPos [in LogRel.NormalForms]
NatRedTmEq.Build_NatRedTmEq [in LogRel.LogicalRelation]
NatRedTmEq.neReq [in LogRel.LogicalRelation]
NatRedTmEq.succReq [in LogRel.LogicalRelation]
NatRedTmEq.zeroReq [in LogRel.LogicalRelation]
NatRedTm.Build_NatRedTm [in LogRel.LogicalRelation]
NatRedTm.neR [in LogRel.LogicalRelation]
NatRedTm.succR [in LogRel.LogicalRelation]
NatRedTm.zeroR [in LogRel.LogicalRelation]
NatType [in LogRel.NormalForms]
NeBool [in LogRel.NormalForms]
NeFun [in LogRel.NormalForms]
NeLRFun [in LogRel.LogicalRelation]
NeLRPair [in LogRel.LogicalRelation]
NeNat [in LogRel.NormalForms]
NePair [in LogRel.NormalForms]
NePos [in LogRel.NormalForms]
NeType [in LogRel.NormalForms]
NeWfFun [in LogRel.GenericTyping]
NeWfPair [in LogRel.GenericTyping]
not_in_there [in LogRel.LContexts]
not_in_nil [in LogRel.LContexts]
O
Oi [in LogRel.LogicalRelation]one [in LogRel.LogicalRelation]
or_notinl [in LogRel.LContexts]
or_inlfalse [in LogRel.LContexts]
or_inltrue [in LogRel.LContexts]
osred_tm [in LogRel.Notations]
P
pair [in LogRel.Utils]PairLRpair [in LogRel.LogicalRelation]
PairPair [in LogRel.NormalForms]
PairWfPair [in LogRel.GenericTyping]
ProdType [in LogRel.NormalForms]
R
redIdAlg [in LogRel.UntypedReduction]redSuccAlg [in LogRel.UntypedReduction]
red_tm [in LogRel.Notations]
red_ty [in LogRel.Notations]
ren1 [in LogRel.AutoSubst.unscoped]
ren2 [in LogRel.AutoSubst.unscoped]
ren3 [in LogRel.AutoSubst.unscoped]
ren4 [in LogRel.AutoSubst.unscoped]
ren5 [in LogRel.AutoSubst.unscoped]
rtc_step [in LogRel.Utils]
rtc_refl [in LogRel.Utils]
S
set [in LogRel.BasicAst]Sexist [in LogRel.LContexts]
SigType [in LogRel.NormalForms]
Sinl [in LogRel.LContexts]
Sinr [in LogRel.LContexts]
sndPair [in LogRel.UntypedReduction]
sndSubst [in LogRel.UntypedReduction]
sne_tAlpha [in LogRel.UntypedValues]
sne_tSnd [in LogRel.UntypedValues]
sne_tFst [in LogRel.UntypedValues]
sne_tEmptyElim [in LogRel.UntypedValues]
sne_tBoolElim [in LogRel.UntypedValues]
sne_tNatElim [in LogRel.UntypedValues]
sne_tApp [in LogRel.UntypedValues]
sne_tRel [in LogRel.UntypedValues]
snf_sne [in LogRel.UntypedValues]
snf_tPair [in LogRel.UntypedValues]
snf_tSig [in LogRel.UntypedValues]
snf_tFalse [in LogRel.UntypedValues]
snf_tTrue [in LogRel.UntypedValues]
snf_tBool [in LogRel.UntypedValues]
snf_tEmpty [in LogRel.UntypedValues]
snf_tSucc [in LogRel.UntypedValues]
snf_tZero [in LogRel.UntypedValues]
snf_tNat [in LogRel.UntypedValues]
snf_tLambda [in LogRel.UntypedValues]
snf_tProd [in LogRel.UntypedValues]
snf_tSort [in LogRel.UntypedValues]
subst1 [in LogRel.AutoSubst.unscoped]
subst2 [in LogRel.AutoSubst.unscoped]
subst3 [in LogRel.AutoSubst.unscoped]
subst4 [in LogRel.AutoSubst.unscoped]
subst5 [in LogRel.AutoSubst.unscoped]
SuccNat [in LogRel.NormalForms]
T
TermAlphaCong [in LogRel.DeclarativeTyping]TermAppCong [in LogRel.DeclarativeTyping]
TermBoolElimCong [in LogRel.DeclarativeTyping]
TermBoolElimFalse [in LogRel.DeclarativeTyping]
TermBoolElimTrue [in LogRel.DeclarativeTyping]
TermBRed [in LogRel.DeclarativeTyping]
TermConv [in LogRel.DeclarativeTyping]
TermEmptyElimCong [in LogRel.DeclarativeTyping]
TermFstBeta [in LogRel.DeclarativeTyping]
TermFstCong [in LogRel.DeclarativeTyping]
TermFunEta [in LogRel.DeclarativeTyping]
TermIdCong [in LogRel.DeclarativeTyping]
TermIdElim [in LogRel.DeclarativeTyping]
TermIdElimRefl [in LogRel.DeclarativeTyping]
TermLambdaCong [in LogRel.DeclarativeTyping]
TermNatElimCong [in LogRel.DeclarativeTyping]
TermNatElimSucc [in LogRel.DeclarativeTyping]
TermNatElimZero [in LogRel.DeclarativeTyping]
TermPairCong [in LogRel.DeclarativeTyping]
TermPairEta [in LogRel.DeclarativeTyping]
TermPiCong [in LogRel.DeclarativeTyping]
TermRefl [in LogRel.DeclarativeTyping]
TermReflCong [in LogRel.DeclarativeTyping]
TermSigCong [in LogRel.DeclarativeTyping]
TermSndBeta [in LogRel.DeclarativeTyping]
TermSndCong [in LogRel.DeclarativeTyping]
TermSuccCong [in LogRel.DeclarativeTyping]
TermSym [in LogRel.DeclarativeTyping]
TermTrans [in LogRel.DeclarativeTyping]
Times10 [in LogRel.Utils]
Times3 [in LogRel.Utils]
Times4 [in LogRel.Utils]
Times5 [in LogRel.Utils]
Times6 [in LogRel.Utils]
Times7 [in LogRel.Utils]
Times8 [in LogRel.Utils]
Times9 [in LogRel.Utils]
TrueBool [in LogRel.NormalForms]
TypeAlphaConv [in LogRel.DeclarativeTyping]
TypeIdCong [in LogRel.DeclarativeTyping]
TypePiCong [in LogRel.DeclarativeTyping]
TypeRefl [in LogRel.DeclarativeTyping]
TypeSigCong [in LogRel.DeclarativeTyping]
TypeSym [in LogRel.DeclarativeTyping]
TypeTrans [in LogRel.DeclarativeTyping]
typing [in LogRel.Notations]
U
UnivPos [in LogRel.NormalForms]UnivType [in LogRel.NormalForms]
V
VREmpty [in LogRel.Validity]VRSnoc [in LogRel.Validity]
W
well_scons [in LogRel.GenericTyping]well_sempty [in LogRel.GenericTyping]
well_up [in LogRel.Weakening]
well_step [in LogRel.Weakening]
well_empty [in LogRel.Weakening]
wfTermAlpha [in LogRel.DeclarativeTyping]
wfTermApp [in LogRel.DeclarativeTyping]
wfTermBool [in LogRel.DeclarativeTyping]
wfTermBoolElim [in LogRel.DeclarativeTyping]
wfTermConv [in LogRel.DeclarativeTyping]
wfTermEmpty [in LogRel.DeclarativeTyping]
wfTermEmptyElim [in LogRel.DeclarativeTyping]
wfTermFalse [in LogRel.DeclarativeTyping]
wfTermFst [in LogRel.DeclarativeTyping]
wfTermId [in LogRel.DeclarativeTyping]
wfTermIdElim [in LogRel.DeclarativeTyping]
wfTermLam [in LogRel.DeclarativeTyping]
wfTermNat [in LogRel.DeclarativeTyping]
wfTermNatElim [in LogRel.DeclarativeTyping]
wfTermPair [in LogRel.DeclarativeTyping]
wfTermProd [in LogRel.DeclarativeTyping]
wfTermRefl [in LogRel.DeclarativeTyping]
wfTermSig [in LogRel.DeclarativeTyping]
wfTermSnd [in LogRel.DeclarativeTyping]
wfTermSucc [in LogRel.DeclarativeTyping]
wfTermTrue [in LogRel.DeclarativeTyping]
wfTermZero [in LogRel.DeclarativeTyping]
wftTypeId [in LogRel.DeclarativeTyping]
wfTypeBool [in LogRel.DeclarativeTyping]
wfTypeEmpty [in LogRel.DeclarativeTyping]
wfTypeNat [in LogRel.DeclarativeTyping]
wfTypeProd [in LogRel.DeclarativeTyping]
wfTypeSig [in LogRel.DeclarativeTyping]
wfTypeU [in LogRel.DeclarativeTyping]
wfTypeUniv [in LogRel.DeclarativeTyping]
wfVar [in LogRel.DeclarativeTyping]
wf_cons [in LogRel.LContexts]
wf_nil [in LogRel.LContexts]
wf_type [in LogRel.Notations]
wf_context [in LogRel.Notations]
whne_containsne [in LogRel.NormalForms]
whne_tIdElim [in LogRel.NormalForms]
whne_tSnd [in LogRel.NormalForms]
whne_tFst [in LogRel.NormalForms]
whne_tEmptyElim [in LogRel.NormalForms]
whne_tBoolElim [in LogRel.NormalForms]
whne_tNatElim [in LogRel.NormalForms]
whne_tApp [in LogRel.NormalForms]
whne_tRel [in LogRel.NormalForms]
whnf_whne [in LogRel.NormalForms]
whnf_tRefl [in LogRel.NormalForms]
whnf_tId [in LogRel.NormalForms]
whnf_tPair [in LogRel.NormalForms]
whnf_tSig [in LogRel.NormalForms]
whnf_tFalse [in LogRel.NormalForms]
whnf_tTrue [in LogRel.NormalForms]
whnf_tBool [in LogRel.NormalForms]
whnf_tEmpty [in LogRel.NormalForms]
whnf_tSucc [in LogRel.NormalForms]
whnf_tZero [in LogRel.NormalForms]
whnf_tNat [in LogRel.NormalForms]
whnf_tLambda [in LogRel.NormalForms]
whnf_tProd [in LogRel.NormalForms]
whnf_tSort [in LogRel.NormalForms]
Z
zero [in LogRel.LogicalRelation]ZeroNat [in LogRel.NormalForms]
_
_wk_up [in LogRel.Weakening]_wk_step [in LogRel.Weakening]
_wk_empty [in LogRel.Weakening]
other
ϝnode [in LogRel.Monad]ϝTermConv [in LogRel.DeclarativeTyping]
ϝTypeConv [in LogRel.DeclarativeTyping]
ϝwfTerm [in LogRel.DeclarativeTyping]
ϝwfType [in LogRel.DeclarativeTyping]
Inductive Index
A
alphane [in LogRel.NormalForms]and10 [in LogRel.Utils]
and3 [in LogRel.Utils]
and4 [in LogRel.Utils]
and5 [in LogRel.Utils]
and6 [in LogRel.Utils]
and7 [in LogRel.Utils]
and8 [in LogRel.Utils]
and9 [in LogRel.Utils]
B
BoolRedTmEq.BoolPropEq [in LogRel.LogicalRelation]BoolRedTmEq.BoolRedTmEq [in LogRel.LogicalRelation]
BoolRedTm.BoolProp [in LogRel.LogicalRelation]
BoolRedTm.BoolRedTm [in LogRel.LogicalRelation]
C
Checking [in LogRel.Notations]class [in LogRel.Notations]
ConvCtx [in LogRel.GenericTyping]
ConvNeu [in LogRel.Notations]
ConvNeuConv [in LogRel.Notations]
ConvNeuRed [in LogRel.Notations]
ConvSubst [in LogRel.GenericTyping]
ConvTerm [in LogRel.Notations]
ConvTermDecl [in LogRel.DeclarativeTyping]
ConvTermRed [in LogRel.Notations]
ConvType [in LogRel.Notations]
ConvTypeDecl [in LogRel.DeclarativeTyping]
ConvTypeRed [in LogRel.Notations]
Core.term [in LogRel.AutoSubst.Ast]
Core.Up_term [in LogRel.AutoSubst.Ast]
D
DTree [in LogRel.Monad]E
EmptyRedTmEq.EmptyPropEq [in LogRel.LogicalRelation]EmptyRedTmEq.EmptyRedTmEq [in LogRel.LogicalRelation]
EmptyRedTm.EmptyProp [in LogRel.LogicalRelation]
EmptyRedTm.EmptyRedTm [in LogRel.LogicalRelation]
I
IdRedTmEq.IdPropEq [in LogRel.LogicalRelation]IdRedTm.IdProp [in LogRel.LogicalRelation]
Inferring [in LogRel.Notations]
InferringRed [in LogRel.Notations]
in_LCon [in LogRel.LContexts]
in_ctx [in LogRel.Context]
isBool [in LogRel.NormalForms]
isCanonical [in LogRel.NormalForms]
isFun [in LogRel.NormalForms]
isLRFun [in LogRel.LogicalRelation]
isLRPair [in LogRel.LogicalRelation]
isNat [in LogRel.NormalForms]
isPair [in LogRel.NormalForms]
isPosType [in LogRel.NormalForms]
isType [in LogRel.NormalForms]
isWfFun [in LogRel.GenericTyping]
isWfPair [in LogRel.GenericTyping]
L
LR [in LogRel.LogicalRelation]N
NatRedTmEq.NatPropEq [in LogRel.LogicalRelation]NatRedTmEq.NatRedTmEq [in LogRel.LogicalRelation]
NatRedTm.NatProp [in LogRel.LogicalRelation]
NatRedTm.NatRedTm [in LogRel.LogicalRelation]
not_in_LCon [in LogRel.LContexts]
O
OneRedAlg [in LogRel.UntypedReduction]OneStepRedTerm [in LogRel.Notations]
or_inLCon [in LogRel.LContexts]
P
prod [in LogRel.Utils]R
RedClosureAlg [in LogRel.UntypedReduction]RedTerm [in LogRel.Notations]
RedType [in LogRel.Notations]
reflTransClos [in LogRel.Utils]
Ren1 [in LogRel.AutoSubst.unscoped]
Ren2 [in LogRel.AutoSubst.unscoped]
Ren3 [in LogRel.AutoSubst.unscoped]
Ren4 [in LogRel.AutoSubst.unscoped]
Ren5 [in LogRel.AutoSubst.unscoped]
S
SFalse [in LogRel.LContexts]sigT [in LogRel.Utils]
sne [in LogRel.UntypedValues]
snf [in LogRel.UntypedValues]
Sor [in LogRel.LContexts]
sort [in LogRel.BasicAst]
Ssig [in LogRel.LContexts]
Subst1 [in LogRel.AutoSubst.unscoped]
Subst2 [in LogRel.AutoSubst.unscoped]
Subst3 [in LogRel.AutoSubst.unscoped]
Subst4 [in LogRel.AutoSubst.unscoped]
Subst5 [in LogRel.AutoSubst.unscoped]
T
tag [in LogRel.Notations]TypeLevel [in LogRel.LogicalRelation]
TypeLevelLt [in LogRel.LogicalRelation]
Typing [in LogRel.Notations]
TypingDecl [in LogRel.DeclarativeTyping]
V
Var [in LogRel.AutoSubst.unscoped]VR [in LogRel.Validity]
W
weakening [in LogRel.Weakening]WellSubst [in LogRel.GenericTyping]
well_weakening [in LogRel.Weakening]
WfContext [in LogRel.Notations]
WfContextDecl [in LogRel.DeclarativeTyping]
WfType [in LogRel.Notations]
WfTypeDecl [in LogRel.DeclarativeTyping]
wf_LCon [in LogRel.LContexts]
whne [in LogRel.NormalForms]
whnf [in LogRel.NormalForms]
Projection Index
B
BoolRedTyEq.red [in LogRel.LogicalRelation]BoolRedTy.red [in LogRel.LogicalRelation]
C
check [in LogRel.Notations]convnedecl_conv [in LogRel.DeclarativeTyping]
convnedecl_whne_r [in LogRel.DeclarativeTyping]
convnedecl_whne_l [in LogRel.DeclarativeTyping]
convneu_ϝ [in LogRel.GenericTyping]
convneu_Ltrans [in LogRel.GenericTyping]
convneu_IdElim [in LogRel.GenericTyping]
convneu_snd [in LogRel.GenericTyping]
convneu_fst [in LogRel.GenericTyping]
convneu_alpha [in LogRel.GenericTyping]
convneu_boolElim [in LogRel.GenericTyping]
convneu_emptyElim [in LogRel.GenericTyping]
convneu_natElim [in LogRel.GenericTyping]
convneu_app [in LogRel.GenericTyping]
convneu_var [in LogRel.GenericTyping]
convneu_whne [in LogRel.GenericTyping]
convneu_wk [in LogRel.GenericTyping]
convneu_conv [in LogRel.GenericTyping]
convneu_equiv [in LogRel.GenericTyping]
convne_prop [in LogRel.GenericTyping]
convtm_prop [in LogRel.GenericTyping]
convtm_ϝ [in LogRel.GenericTyping]
convtm_Ltrans [in LogRel.GenericTyping]
convtm_refl [in LogRel.GenericTyping]
convtm_Id [in LogRel.GenericTyping]
convtm_alpha [in LogRel.GenericTyping]
convtm_false [in LogRel.GenericTyping]
convtm_true [in LogRel.GenericTyping]
convtm_bool [in LogRel.GenericTyping]
convtm_empty [in LogRel.GenericTyping]
convtm_eta_sig [in LogRel.GenericTyping]
convtm_succ [in LogRel.GenericTyping]
convtm_zero [in LogRel.GenericTyping]
convtm_nat [in LogRel.GenericTyping]
convtm_eta [in LogRel.GenericTyping]
convtm_sig [in LogRel.GenericTyping]
convtm_prod [in LogRel.GenericTyping]
convtm_convneu [in LogRel.GenericTyping]
convtm_exp [in LogRel.GenericTyping]
convtm_wk [in LogRel.GenericTyping]
convtm_conv [in LogRel.GenericTyping]
convtm_equiv [in LogRel.GenericTyping]
convty_prop [in LogRel.GenericTyping]
convty_ϝ [in LogRel.GenericTyping]
convty_Ltrans [in LogRel.GenericTyping]
convty_Id [in LogRel.GenericTyping]
convty_sig [in LogRel.GenericTyping]
convty_prod [in LogRel.GenericTyping]
convty_uni [in LogRel.GenericTyping]
convty_exp [in LogRel.GenericTyping]
convty_wk [in LogRel.GenericTyping]
convty_equiv [in LogRel.GenericTyping]
convty_term [in LogRel.GenericTyping]
conv_neu_conv [in LogRel.Notations]
conv_neu_red [in LogRel.Notations]
conv_neu [in LogRel.Notations]
conv_term_red [in LogRel.Notations]
conv_term [in LogRel.Notations]
conv_type_red [in LogRel.Notations]
conv_type [in LogRel.Notations]
Core.up_term [in LogRel.AutoSubst.Ast]
E
EmptyRedTyEq.red [in LogRel.LogicalRelation]EmptyRedTy.red [in LogRel.LogicalRelation]
eqvPos [in LogRel.LogicalRelation.Irrelevance]
eqvShp [in LogRel.LogicalRelation.Irrelevance]
eqvTree [in LogRel.LogicalRelation.Irrelevance]
F
FundSubstConv.Veq [in LogRel.Fundamental]FundSubstConv.VΔ [in LogRel.Fundamental]
FundSubstConv.Vσ [in LogRel.Fundamental]
FundSubstConv.Vσ' [in LogRel.Fundamental]
FundSubst.VΔ [in LogRel.Fundamental]
FundSubst.Vσ [in LogRel.Fundamental]
FundTmEq.VA [in LogRel.Fundamental]
FundTmEq.Vt [in LogRel.Fundamental]
FundTmEq.Vtu [in LogRel.Fundamental]
FundTmEq.Vu [in LogRel.Fundamental]
FundTmEq.VΓ [in LogRel.Fundamental]
FundTm.VA [in LogRel.Fundamental]
FundTm.Vt [in LogRel.Fundamental]
FundTm.VΓ [in LogRel.Fundamental]
FundTyEq.VA [in LogRel.Fundamental]
FundTyEq.VAB [in LogRel.Fundamental]
FundTyEq.VB [in LogRel.Fundamental]
FundTyEq.VΓ [in LogRel.Fundamental]
FundTy.VA [in LogRel.Fundamental]
FundTy.VΓ [in LogRel.Fundamental]
I
IdRedTmEq.eq [in LogRel.LogicalRelation]IdRedTmEq.nfL [in LogRel.LogicalRelation]
IdRedTmEq.nfR [in LogRel.LogicalRelation]
IdRedTmEq.prop [in LogRel.LogicalRelation]
IdRedTmEq.redL [in LogRel.LogicalRelation]
IdRedTmEq.redR [in LogRel.LogicalRelation]
IdRedTm.eq [in LogRel.LogicalRelation]
IdRedTm.nf [in LogRel.LogicalRelation]
IdRedTm.prop [in LogRel.LogicalRelation]
IdRedTm.red [in LogRel.LogicalRelation]
IdRedTyEq.eq [in LogRel.LogicalRelation]
IdRedTyEq.lhs [in LogRel.LogicalRelation]
IdRedTyEq.lhsRed [in LogRel.LogicalRelation]
IdRedTyEq.outTy [in LogRel.LogicalRelation]
IdRedTyEq.red [in LogRel.LogicalRelation]
IdRedTyEq.rhs [in LogRel.LogicalRelation]
IdRedTyEq.rhsRed [in LogRel.LogicalRelation]
IdRedTyEq.ty [in LogRel.LogicalRelation]
IdRedTyEq.tyRed [in LogRel.LogicalRelation]
IdRedTyEq.tyRed0 [in LogRel.LogicalRelation]
IdRedTyPack.eq [in LogRel.LogicalRelation]
IdRedTyPack.lhs [in LogRel.LogicalRelation]
IdRedTyPack.lhsRed [in LogRel.LogicalRelation]
IdRedTyPack.lhsRedRefl [in LogRel.LogicalRelation]
IdRedTyPack.outTy [in LogRel.LogicalRelation]
IdRedTyPack.red [in LogRel.LogicalRelation]
IdRedTyPack.rhs [in LogRel.LogicalRelation]
IdRedTyPack.rhsRed [in LogRel.LogicalRelation]
IdRedTyPack.rhsRedRefl [in LogRel.LogicalRelation]
IdRedTyPack.ty [in LogRel.LogicalRelation]
IdRedTyPack.tyAd [in LogRel.LogicalRelation]
IdRedTyPack.tyKripke [in LogRel.LogicalRelation]
IdRedTyPack.tyKripkeAd [in LogRel.LogicalRelation]
IdRedTyPack.tyKripkeEq [in LogRel.LogicalRelation]
IdRedTyPack.tyKripkeTm [in LogRel.LogicalRelation]
IdRedTyPack.tyKripkeTmEq [in LogRel.LogicalRelation]
IdRedTyPack.tyPER [in LogRel.LogicalRelation]
IdRedTyPack.tyRed [in LogRel.LogicalRelation]
IdRedTy.eq [in LogRel.LogicalRelation]
IdRedTy.lhs [in LogRel.LogicalRelation]
IdRedTy.lhsRed [in LogRel.LogicalRelation]
IdRedTy.lhsRedRefl [in LogRel.LogicalRelation]
IdRedTy.outTy [in LogRel.LogicalRelation]
IdRedTy.red [in LogRel.LogicalRelation]
IdRedTy.rhs [in LogRel.LogicalRelation]
IdRedTy.rhsRed [in LogRel.LogicalRelation]
IdRedTy.rhsRedRefl [in LogRel.LogicalRelation]
IdRedTy.ty [in LogRel.LogicalRelation]
IdRedTy.tyKripke [in LogRel.LogicalRelation]
IdRedTy.tyKripkeEq [in LogRel.LogicalRelation]
IdRedTy.tyKripkeTm [in LogRel.LogicalRelation]
IdRedTy.tyKripkeTmEq [in LogRel.LogicalRelation]
IdRedTy.tyPER [in LogRel.LogicalRelation]
IdRedTy.tyRed [in LogRel.LogicalRelation]
ids [in LogRel.AutoSubst.unscoped]
inferring [in LogRel.Notations]
infer_red [in LogRel.Notations]
L
LRAd.adequate [in LogRel.LogicalRelation]LRAd.pack [in LogRel.LogicalRelation]
LRPack.eqTm [in LogRel.LogicalRelation]
LRPack.eqTy [in LogRel.LogicalRelation]
LRPack.redTm [in LogRel.LogicalRelation]
N
NatRedTyEq.red [in LogRel.LogicalRelation]NatRedTy.red [in LogRel.LogicalRelation]
NeNf.conv [in LogRel.LogicalRelation]
NeNf.refl [in LogRel.LogicalRelation]
NeNf.ty [in LogRel.LogicalRelation]
neRedTmEq.eq [in LogRel.LogicalRelation]
neRedTmEq.redL [in LogRel.LogicalRelation]
neRedTmEq.redR [in LogRel.LogicalRelation]
neRedTmEq.termL [in LogRel.LogicalRelation]
neRedTmEq.termR [in LogRel.LogicalRelation]
neRedTm.eq [in LogRel.LogicalRelation]
neRedTm.red [in LogRel.LogicalRelation]
neRedTm.te [in LogRel.LogicalRelation]
neRedTyEq.eq [in LogRel.LogicalRelation]
neRedTyEq.red [in LogRel.LogicalRelation]
neRedTyEq.ty [in LogRel.LogicalRelation]
neRedTy.eq [in LogRel.LogicalRelation]
neRedTy.red [in LogRel.LogicalRelation]
neRedTy.ty [in LogRel.LogicalRelation]
O
osred_tm [in LogRel.Notations]P
ParamRedTyEq.cod [in LogRel.LogicalRelation]ParamRedTyEq.dom [in LogRel.LogicalRelation]
ParamRedTyEq.eq [in LogRel.LogicalRelation]
ParamRedTyEq.eqdom [in LogRel.LogicalRelation]
ParamRedTyEq.polyRed [in LogRel.LogicalRelation]
ParamRedTyEq.red [in LogRel.LogicalRelation]
ParamRedTyPack.cod [in LogRel.LogicalRelation]
ParamRedTyPack.dom [in LogRel.LogicalRelation]
ParamRedTyPack.eq [in LogRel.LogicalRelation]
ParamRedTyPack.eqdom [in LogRel.LogicalRelation]
ParamRedTyPack.outTy [in LogRel.LogicalRelation]
ParamRedTyPack.polyRed [in LogRel.LogicalRelation]
ParamRedTyPack.red [in LogRel.LogicalRelation]
ParamRedTy.cod [in LogRel.LogicalRelation]
ParamRedTy.dom [in LogRel.LogicalRelation]
ParamRedTy.eq [in LogRel.LogicalRelation]
ParamRedTy.eqdom [in LogRel.LogicalRelation]
ParamRedTy.outTy [in LogRel.LogicalRelation]
ParamRedTy.polyRed [in LogRel.LogicalRelation]
ParamRedTy.red [in LogRel.LogicalRelation]
PiRedTmEq.eq [in LogRel.LogicalRelation]
PiRedTmEq.eqApp [in LogRel.LogicalRelation]
PiRedTmEq.eqTree [in LogRel.LogicalRelation]
PiRedTmEq.redL [in LogRel.LogicalRelation]
PiRedTmEq.redR [in LogRel.LogicalRelation]
PiRedTm.app [in LogRel.LogicalRelation]
PiRedTm.appTree [in LogRel.LogicalRelation]
PiRedTm.eq [in LogRel.LogicalRelation]
PiRedTm.eqTree [in LogRel.LogicalRelation]
PiRedTm.isfun [in LogRel.LogicalRelation]
PiRedTm.nf [in LogRel.LogicalRelation]
PiRedTm.red [in LogRel.LogicalRelation]
PiRedTm.refl [in LogRel.LogicalRelation]
pi1 [in LogRel.LContexts]
pi2 [in LogRel.LContexts]
PolyRedEq.posRed [in LogRel.LogicalRelation]
PolyRedEq.posTree [in LogRel.LogicalRelation]
PolyRedEq.shpRed [in LogRel.LogicalRelation]
PolyRedPack.posAd [in LogRel.LogicalRelation]
PolyRedPack.posExt [in LogRel.LogicalRelation]
PolyRedPack.posExtTree [in LogRel.LogicalRelation]
PolyRedPack.posRed [in LogRel.LogicalRelation]
PolyRedPack.posTree [in LogRel.LogicalRelation]
PolyRedPack.posTy [in LogRel.LogicalRelation]
PolyRedPack.shpAd [in LogRel.LogicalRelation]
PolyRedPack.shpRed [in LogRel.LogicalRelation]
PolyRedPack.shpTy [in LogRel.LogicalRelation]
PolyRed.posExt [in LogRel.LogicalRelation]
PolyRed.posExtTree [in LogRel.LogicalRelation]
PolyRed.posRed [in LogRel.LogicalRelation]
PolyRed.posTree [in LogRel.LogicalRelation]
PolyRed.posTy [in LogRel.LogicalRelation]
PolyRed.shpRed [in LogRel.LogicalRelation]
PolyRed.shpTy [in LogRel.LogicalRelation]
R
reddecl_conv [in LogRel.DeclarativeTyping]reddecl_red [in LogRel.DeclarativeTyping]
reddecl_typ [in LogRel.DeclarativeTyping]
redtm_prop [in LogRel.GenericTyping]
redtm_Ltrans [in LogRel.GenericTyping]
redtm_trans [in LogRel.GenericTyping]
redtm_refl [in LogRel.GenericTyping]
redtm_conv [in LogRel.GenericTyping]
redtm_idElim [in LogRel.GenericTyping]
redtm_idElimRefl [in LogRel.GenericTyping]
redtm_snd [in LogRel.GenericTyping]
redtm_snd_beta [in LogRel.GenericTyping]
redtm_fst [in LogRel.GenericTyping]
redtm_fst_beta [in LogRel.GenericTyping]
redtm_emptyelim [in LogRel.GenericTyping]
redtm_alpha [in LogRel.GenericTyping]
redtm_alphaSubst [in LogRel.GenericTyping]
redtm_boolElim [in LogRel.GenericTyping]
redtm_boolElimFalse [in LogRel.GenericTyping]
redtm_boolElimTrue [in LogRel.GenericTyping]
redtm_natelim [in LogRel.GenericTyping]
redtm_app [in LogRel.GenericTyping]
redtm_natElimSucc [in LogRel.GenericTyping]
redtm_natElimZero [in LogRel.GenericTyping]
redtm_beta [in LogRel.GenericTyping]
redtm_ty_src [in LogRel.GenericTyping]
redtm_sound [in LogRel.GenericTyping]
redtm_wk [in LogRel.GenericTyping]
redty_prop [in LogRel.GenericTyping]
redty_Ltrans [in LogRel.GenericTyping]
redty_trans [in LogRel.GenericTyping]
redty_refl [in LogRel.GenericTyping]
redty_term [in LogRel.GenericTyping]
redty_ty_src [in LogRel.GenericTyping]
redty_sound [in LogRel.GenericTyping]
redty_wk [in LogRel.GenericTyping]
red_tm [in LogRel.Notations]
red_ty [in LogRel.Notations]
reflect [in LogRel.LogicalRelation.Neutral]
ren1 [in LogRel.AutoSubst.unscoped]
ren2 [in LogRel.AutoSubst.unscoped]
ren3 [in LogRel.AutoSubst.unscoped]
ren4 [in LogRel.AutoSubst.unscoped]
ren5 [in LogRel.AutoSubst.unscoped]
S
SigRedTmEq.eq [in LogRel.LogicalRelation]SigRedTmEq.eqFst [in LogRel.LogicalRelation]
SigRedTmEq.eqSnd [in LogRel.LogicalRelation]
SigRedTmEq.eqTree [in LogRel.LogicalRelation]
SigRedTmEq.redL [in LogRel.LogicalRelation]
SigRedTmEq.redR [in LogRel.LogicalRelation]
SigRedTm.fstRed [in LogRel.LogicalRelation]
SigRedTm.ispair [in LogRel.LogicalRelation]
SigRedTm.nf [in LogRel.LogicalRelation]
SigRedTm.red [in LogRel.LogicalRelation]
SigRedTm.refl [in LogRel.LogicalRelation]
SigRedTm.sndRed [in LogRel.LogicalRelation]
SigRedTm.sndTree [in LogRel.LogicalRelation]
subst1 [in LogRel.AutoSubst.unscoped]
subst2 [in LogRel.AutoSubst.unscoped]
subst3 [in LogRel.AutoSubst.unscoped]
subst4 [in LogRel.AutoSubst.unscoped]
subst5 [in LogRel.AutoSubst.unscoped]
T
tmc_wf_conv [in LogRel.GenericTyping]tmc_wf_r [in LogRel.GenericTyping]
tmc_wf_l [in LogRel.GenericTyping]
tmred_whnf_whnf [in LogRel.GenericTyping]
tmred_whnf_red [in LogRel.GenericTyping]
tmr_wf_red [in LogRel.GenericTyping]
tmr_wf_r [in LogRel.GenericTyping]
tyc_wf_conv [in LogRel.GenericTyping]
tyc_wf_r [in LogRel.GenericTyping]
tyc_wf_l [in LogRel.GenericTyping]
typing [in LogRel.Notations]
typ_prop [in LogRel.GenericTyping]
tyred_whnf_whnf [in LogRel.GenericTyping]
tyred_whnf_red [in LogRel.GenericTyping]
tyr_wf_red [in LogRel.GenericTyping]
tyr_wf_r [in LogRel.GenericTyping]
ty_ϝ [in LogRel.GenericTyping]
ty_Ltrans [in LogRel.GenericTyping]
ty_conv [in LogRel.GenericTyping]
ty_exp [in LogRel.GenericTyping]
ty_IdElim [in LogRel.GenericTyping]
ty_refl [in LogRel.GenericTyping]
ty_Id [in LogRel.GenericTyping]
ty_snd [in LogRel.GenericTyping]
ty_fst [in LogRel.GenericTyping]
ty_pair [in LogRel.GenericTyping]
ty_sig [in LogRel.GenericTyping]
ty_boolElim [in LogRel.GenericTyping]
ty_alpha [in LogRel.GenericTyping]
ty_false [in LogRel.GenericTyping]
ty_true [in LogRel.GenericTyping]
ty_bool [in LogRel.GenericTyping]
ty_emptyElim [in LogRel.GenericTyping]
ty_empty [in LogRel.GenericTyping]
ty_natElim [in LogRel.GenericTyping]
ty_succ [in LogRel.GenericTyping]
ty_zero [in LogRel.GenericTyping]
ty_nat [in LogRel.GenericTyping]
ty_app [in LogRel.GenericTyping]
ty_lam [in LogRel.GenericTyping]
ty_prod [in LogRel.GenericTyping]
ty_var [in LogRel.GenericTyping]
ty_wk [in LogRel.GenericTyping]
U
URedTm.eq [in LogRel.LogicalRelation]URedTm.eqr [in LogRel.LogicalRelation]
URedTm.red [in LogRel.LogicalRelation]
URedTm.redL [in LogRel.LogicalRelation]
URedTm.redR [in LogRel.LogicalRelation]
URedTm.rel [in LogRel.LogicalRelation]
URedTm.relEq [in LogRel.LogicalRelation]
URedTm.relL [in LogRel.LogicalRelation]
URedTm.relR [in LogRel.LogicalRelation]
URedTm.te [in LogRel.LogicalRelation]
URedTm.type [in LogRel.LogicalRelation]
URedTyEq.red [in LogRel.LogicalRelation]
URedTy.level [in LogRel.LogicalRelation]
URedTy.lt [in LogRel.LogicalRelation]
URedTy.red [in LogRel.LogicalRelation]
URedTy.wfCtx [in LogRel.LogicalRelation]
V
VAd.adequate [in LogRel.Validity]VAd.pack [in LogRel.Validity]
validRed [in LogRel.Validity]
validTm [in LogRel.Validity]
validTmEq [in LogRel.Validity]
validTmExt [in LogRel.Validity]
validTy [in LogRel.Validity]
validTyEq [in LogRel.Validity]
validTyExt [in LogRel.Validity]
Veq [in LogRel.Validity]
Vlhs [in LogRel.Validity]
VPack.eqSubst [in LogRel.Validity]
VPack.validSubst [in LogRel.Validity]
Vrhs [in LogRel.Validity]
Vty [in LogRel.Validity]
W
well_formed_typed [in LogRel.GenericTyping]well_formed_class [in LogRel.GenericTyping]
well_typed_typed [in LogRel.GenericTyping]
well_typed_type [in LogRel.GenericTyping]
well_wk [in LogRel.Weakening]
wfc_prop [in LogRel.GenericTyping]
wfc_ϝ [in LogRel.GenericTyping]
wfc_Ltrans [in LogRel.GenericTyping]
wfc_redtm [in LogRel.GenericTyping]
wfc_redty [in LogRel.GenericTyping]
wfc_convtm [in LogRel.GenericTyping]
wfc_convty [in LogRel.GenericTyping]
wfc_ty [in LogRel.GenericTyping]
wfc_wft [in LogRel.GenericTyping]
wfc_cons [in LogRel.GenericTyping]
wfc_nil [in LogRel.GenericTyping]
wfty_prop [in LogRel.GenericTyping]
wft_ϝ [in LogRel.GenericTyping]
wft_Ltrans [in LogRel.GenericTyping]
wft_term [in LogRel.GenericTyping]
wft_Id [in LogRel.GenericTyping]
wft_sig [in LogRel.GenericTyping]
wft_prod [in LogRel.GenericTyping]
wft_U [in LogRel.GenericTyping]
wft_wk [in LogRel.GenericTyping]
wf_type [in LogRel.Notations]
wf_context [in LogRel.Notations]
wk [in LogRel.Weakening]
WPol [in LogRel.LogicalRelation]
WPolEq [in LogRel.LogicalRelation]
WRed [in LogRel.LogicalRelation]
WRedEq [in LogRel.LogicalRelation]
WRedPol [in LogRel.LogicalRelation]
WRedPolEq [in LogRel.LogicalRelation]
WRedTm [in LogRel.LogicalRelation]
WRedTmEq [in LogRel.LogicalRelation]
WT [in LogRel.LogicalRelation]
WTEq [in LogRel.LogicalRelation]
WTTm [in LogRel.LogicalRelation]
WTTmEq [in LogRel.LogicalRelation]
Section Index
A
Application [in LogRel.Substitution.Introductions.Application]Application [in LogRel.LogicalRelation.Application]
Application.AppTerm [in LogRel.LogicalRelation.Application]
B
Bool [in LogRel.Substitution.Introductions.Bool]BoolPropProperties [in LogRel.LogicalRelation]
BoolRedTmEq.BoolRedTmEq [in LogRel.LogicalRelation]
BoolRedTm.BoolRedTm [in LogRel.LogicalRelation]
Bool.BoolElimRed [in LogRel.Substitution.Introductions.Bool]
Bool.BoolElimRedEq [in LogRel.Substitution.Introductions.Bool]
Bool.BoolElimValid [in LogRel.Substitution.Introductions.Bool]
Boundaries [in LogRel.DeclarativeInstance]
C
Conversion [in LogRel.Substitution.Conversion]D
Definitions [in LogRel.DeclarativeTyping]E
Empty [in LogRel.Substitution.Introductions.Empty]EmptyPropProperties [in LogRel.LogicalRelation]
EmptyRedTmEq.EmptyRedTmEq [in LogRel.LogicalRelation]
EmptyRedTm.EmptyRedTm [in LogRel.LogicalRelation]
Empty.EmptyElimRed [in LogRel.Substitution.Introductions.Empty]
Empty.EmptyElimRedEq [in LogRel.Substitution.Introductions.Empty]
Empty.EmptyElimValid [in LogRel.Substitution.Introductions.Empty]
Escape [in LogRel.Substitution.Escape]
Escapes [in LogRel.LogicalRelation.Escape]
EvenMoreDefs [in LogRel.LogicalRelation]
F
Fundamental [in LogRel.Fundamental]G
GenericConsequences [in LogRel.GenericTyping]GenericTyping [in LogRel.GenericTyping]
I
Id [in LogRel.Substitution.Introductions.Id]IdRed [in LogRel.LogicalRelation.Id]
IdRedTmEq.IdRedTmEq [in LogRel.LogicalRelation]
IdRedTm.IdRedTm [in LogRel.LogicalRelation]
IdRedTy.IdRedTy [in LogRel.LogicalRelation]
InductionPrinciples [in LogRel.DeclarativeTyping]
Inductions [in LogRel.LogicalRelation.Induction]
Inductions [in LogRel.Validity]
Injection [in LogRel.LogicalRelation.Monotonicity]
Inversions [in LogRel.LogicalRelation.Induction]
Irrelevances [in LogRel.Substitution.Irrelevance]
Irrelevances [in LogRel.LogicalRelation.Irrelevance]
Irrelevances.BoolIrrelevant [in LogRel.LogicalRelation.Irrelevance]
Irrelevances.EmptyIrrelevant [in LogRel.LogicalRelation.Irrelevance]
Irrelevances.EquivLRPack [in LogRel.LogicalRelation.Irrelevance]
Irrelevances.IdIrrelevance [in LogRel.LogicalRelation.Irrelevance]
Irrelevances.LRIrrelevant [in LogRel.LogicalRelation.Irrelevance]
Irrelevances.LRIrrelevant.LRIrrelevantInductionStep [in LogRel.LogicalRelation.Irrelevance]
Irrelevances.NatIrrelevant [in LogRel.LogicalRelation.Irrelevance]
Irrelevances.ΠIrrelevanceLemmas [in LogRel.LogicalRelation.Irrelevance]
Irrelevances.ΣIrrelevanceLemmas [in LogRel.LogicalRelation.Irrelevance]
L
LambdaValid [in LogRel.Substitution.Introductions.Lambda]LambdaValid.WithContext [in LogRel.Substitution.Introductions.Lambda]
LConTranslation [in LogRel.DeclarativeTyping]
LogRelRecFoldLemmas [in LogRel.LogicalRelation]
M
Monotonicity [in LogRel.Substitution.Monotonicity]MoreDefs [in LogRel.LogicalRelation]
MoreDefs [in LogRel.Validity]
N
Nat [in LogRel.Substitution.Introductions.Nat]NatPropProperties [in LogRel.LogicalRelation]
NatRedTmEq.NatRedTmEq [in LogRel.LogicalRelation]
NatRedTm.NatRedTm [in LogRel.LogicalRelation]
Nat.NatElimRed [in LogRel.Substitution.Introductions.Nat]
Nat.NatElimRedEq [in LogRel.Substitution.Introductions.Nat]
Nat.NatElimValid [in LogRel.Substitution.Introductions.Nat]
Neutral [in LogRel.LogicalRelation.Neutral]
Normalization [in LogRel.LogicalRelation.NormalRed]
P
PairRed [in LogRel.Substitution.Introductions.Sigma]ParamRedTy.ParamRedTy [in LogRel.LogicalRelation]
PiTmCongruence [in LogRel.Substitution.Introductions.Pi]
PiTmValidity [in LogRel.Substitution.Introductions.Pi]
PiTyCongruence [in LogRel.Substitution.Introductions.Pi]
PiTyDomValidity [in LogRel.Substitution.Introductions.Pi]
PiTyValidity [in LogRel.Substitution.Introductions.Pi]
PolyRedPi [in LogRel.Substitution.Introductions.Pi]
PolyRed.PolyRed [in LogRel.LogicalRelation]
PolyValidity [in LogRel.Substitution.Introductions.Poly]
ProjRed [in LogRel.Substitution.Introductions.Sigma]
Properties [in LogRel.Substitution.Properties]
R
RedDefinitions [in LogRel.GenericTyping]Reduction [in LogRel.LogicalRelation.Reduction]
Reduction [in LogRel.Substitution.Reduction]
Red_Ltrans [in LogRel.LogicalRelation.Monotonicity]
ReflexiveTransitiveClosure [in LogRel.Utils]
Reflexivities [in LogRel.LogicalRelation.Reflexivity]
Reflexivity [in LogRel.Substitution.Reflexivity]
RenSnf [in LogRel.UntypedValues]
RenWhnf [in LogRel.NormalForms]
RenWlWhnf [in LogRel.Weakening]
S
ShapeViews [in LogRel.LogicalRelation.ShapeView]SigInjValid [in LogRel.Substitution.Introductions.Sigma]
SigmaCongValidity [in LogRel.Substitution.Introductions.Sigma]
SigmaValidity [in LogRel.Substitution.Introductions.Sigma]
SigTmCongruence [in LogRel.Substitution.Introductions.Sigma]
SigTmValidity [in LogRel.Substitution.Introductions.Sigma]
SimpleArrow [in LogRel.LogicalRelation.SimpleArr]
SimpleArrow.SimpleAppTerm [in LogRel.LogicalRelation.SimpleArr]
SimpleArrValidity [in LogRel.Substitution.Introductions.SimpleArr]
SingleSubst [in LogRel.Substitution.SingleSubst]
snocValid [in LogRel.Validity]
Split [in LogRel.LogicalRelation.Split]
Split [in LogRel.Substitution.Split]
T
Transitivity [in LogRel.LogicalRelation.Transitivity]TypeErasure [in LogRel.DeclarativeTyping]
Typing [in LogRel.Monad]
TypingWk [in LogRel.DeclarativeInstance]
U
Universe [in LogRel.Substitution.Introductions.Universe]UniverseReducibility [in LogRel.LogicalRelation.Universe]
V
Var [in LogRel.Substitution.Introductions.Var]W
Weakenings [in LogRel.LogicalRelation.Weakening]Weakening_Ltrans [in LogRel.LogicalRelation.Monotonicity]
Instance Index
C
Core.ren_term_morphism2 [in LogRel.AutoSubst.Ast]Core.ren_term_morphism [in LogRel.AutoSubst.Ast]
Core.Ren_term [in LogRel.AutoSubst.Ast]
Core.subst_term_morphism2 [in LogRel.AutoSubst.Ast]
Core.subst_term_morphism [in LogRel.AutoSubst.Ast]
Core.Subst_term [in LogRel.AutoSubst.Ast]
Core.Up_term_term [in LogRel.AutoSubst.Ast]
Core.VarInstance_term [in LogRel.AutoSubst.Ast]
D
DeclarativeTypingData.ConvNeuConv_Decl [in LogRel.DeclarativeTyping]DeclarativeTypingData.ConvTerm_Decl [in LogRel.DeclarativeTyping]
DeclarativeTypingData.ConvType_Decl [in LogRel.DeclarativeTyping]
DeclarativeTypingData.InferringRed_Decl [in LogRel.DeclarativeTyping]
DeclarativeTypingData.Inferring_Decl [in LogRel.DeclarativeTyping]
DeclarativeTypingData.RedTerm_Decl [in LogRel.DeclarativeTyping]
DeclarativeTypingData.RedType_Decl [in LogRel.DeclarativeTyping]
DeclarativeTypingData.Typing_Decl [in LogRel.DeclarativeTyping]
DeclarativeTypingData.WfContext_Decl [in LogRel.DeclarativeTyping]
DeclarativeTypingData.WfType_Decl [in LogRel.DeclarativeTyping]
DeclarativeTypingProperties.ConvNeuDeclProperties [in LogRel.DeclarativeInstance]
DeclarativeTypingProperties.ConvTermDeclProperties [in LogRel.DeclarativeInstance]
DeclarativeTypingProperties.ConvTypeDeclProperties [in LogRel.DeclarativeInstance]
DeclarativeTypingProperties.DeclarativeTypingProperties [in LogRel.DeclarativeInstance]
DeclarativeTypingProperties.RedTermDeclProperties [in LogRel.DeclarativeInstance]
DeclarativeTypingProperties.RedTypeDeclProperties [in LogRel.DeclarativeInstance]
DeclarativeTypingProperties.TypingDeclProperties [in LogRel.DeclarativeInstance]
DeclarativeTypingProperties.WfCtxDeclProperties [in LogRel.DeclarativeInstance]
DeclarativeTypingProperties.WfTypeDeclProperties [in LogRel.DeclarativeInstance]
F
funcomp_morphism2 [in LogRel.AutoSubst.core]funcomp_morphism [in LogRel.AutoSubst.core]
I
idsRen [in LogRel.AutoSubst.unscoped]P
perLRTmEq [in LogRel.LogicalRelation.Transitivity]perWLRTmEq [in LogRel.LogicalRelation.Transitivity]
R
RedAlgTrans [in LogRel.UntypedReduction]RedTermTrans [in LogRel.DeclarativeInstance]
redtmwf_trans [in LogRel.GenericTyping]
RedTypeTrans [in LogRel.DeclarativeInstance]
redtywf_trans [in LogRel.GenericTyping]
Ren1_well_wk [in LogRel.Weakening]
Ren1_wk [in LogRel.Weakening]
Ren1_subst [in LogRel.AutoSubst.Extra]
rtc_transitive [in LogRel.Utils]
rtc_reflexive [in LogRel.Utils]
S
scons_morphism2 [in LogRel.AutoSubst.unscoped]scons_morphism [in LogRel.AutoSubst.unscoped]
Abbreviation Index
A
arr [in LogRel.AutoSubst.Extra]C
comp [in LogRel.AutoSubst.Extra]I
idterm [in LogRel.AutoSubst.Extra]L
LCon [in LogRel.LContexts]P
PolyHyp [in LogRel.LogicalRelation.Induction]PolyHypLogRel [in LogRel.LogicalRelation.Induction]
PolyHypTyUr [in LogRel.LogicalRelation.Induction]
U
U [in LogRel.AutoSubst.Extra]Definition Index
A
alphane_sind [in LogRel.NormalForms]alphane_rec [in LogRel.NormalForms]
alphane_ind [in LogRel.NormalForms]
alphane_rect [in LogRel.NormalForms]
alphaRedEq_aux' [in LogRel.Substitution.Introductions.Bool]
alphaRedEq_aux [in LogRel.Substitution.Introductions.Bool]
alphaRed_aux' [in LogRel.Substitution.Introductions.Bool]
alphaRed_aux [in LogRel.Substitution.Introductions.Bool]
alphaRed_auxnatred' [in LogRel.Substitution.Introductions.Bool]
alphaRed_auxnatred [in LogRel.Substitution.Introductions.Bool]
alphaRed_auxnat' [in LogRel.Substitution.Introductions.Bool]
alphaRed_auxnat [in LogRel.Substitution.Introductions.Bool]
ap [in LogRel.AutoSubst.unscoped]
apc [in LogRel.AutoSubst.unscoped]
B
Block [in LogRel.Utils]boolElim [in LogRel.Substitution.Introductions.Bool]
boolRedElimStmt [in LogRel.Substitution.Introductions.Bool]
BoolRedTmEq.BoolPropEq_mut_rect [in LogRel.LogicalRelation]
BoolRedTmEq.BoolPropEq_sind [in LogRel.LogicalRelation]
BoolRedTmEq.BoolPropEq_rec [in LogRel.LogicalRelation]
BoolRedTmEq.BoolPropEq_ind [in LogRel.LogicalRelation]
BoolRedTmEq.BoolPropEq_rect [in LogRel.LogicalRelation]
BoolRedTmEq.BoolRedTmEq_mut_rect [in LogRel.LogicalRelation]
BoolRedTmEq.BoolRedTmEq_sind [in LogRel.LogicalRelation]
BoolRedTmEq.BoolRedTmEq_rec [in LogRel.LogicalRelation]
BoolRedTmEq.BoolRedTmEq_ind [in LogRel.LogicalRelation]
BoolRedTmEq.BoolRedTmEq_rect [in LogRel.LogicalRelation]
BoolRedTm.BoolProp_mut_rect [in LogRel.LogicalRelation]
BoolRedTm.BoolProp_sind [in LogRel.LogicalRelation]
BoolRedTm.BoolProp_rec [in LogRel.LogicalRelation]
BoolRedTm.BoolProp_ind [in LogRel.LogicalRelation]
BoolRedTm.BoolProp_rect [in LogRel.LogicalRelation]
BoolRedTm.BoolRedTm_mut_rect [in LogRel.LogicalRelation]
BoolRedTm.BoolRedTm_sind [in LogRel.LogicalRelation]
BoolRedTm.BoolRedTm_rec [in LogRel.LogicalRelation]
BoolRedTm.BoolRedTm_ind [in LogRel.LogicalRelation]
BoolRedTm.BoolRedTm_rect [in LogRel.LogicalRelation]
BoolRedTm.nf [in LogRel.LogicalRelation]
BoolRedTm.red [in LogRel.LogicalRelation]
bool_to_term [in LogRel.LContexts]
boundary_red_ty_l [in LogRel.DeclarativeInstance]
boundary_red_tm_l [in LogRel.DeclarativeInstance]
boundary_red_l [in LogRel.DeclarativeInstance]
boundary_ty_conv_ctx [in LogRel.DeclarativeInstance]
boundary_tm_conv_ctx [in LogRel.DeclarativeInstance]
boundary_ty_ctx [in LogRel.DeclarativeInstance]
boundary_tm_ctx [in LogRel.DeclarativeInstance]
boundary_ctx_tip [in LogRel.DeclarativeInstance]
boundary_ctx_ctx [in LogRel.DeclarativeInstance]
C
class_sind [in LogRel.Notations]class_rec [in LogRel.Notations]
class_ind [in LogRel.Notations]
class_rect [in LogRel.Notations]
compred_appTree [in LogRel.LogicalRelation.SimpleArr]
context [in LogRel.Context]
ConvCtx_sind [in LogRel.GenericTyping]
ConvCtx_rec [in LogRel.GenericTyping]
ConvCtx_ind [in LogRel.GenericTyping]
ConvCtx_rect [in LogRel.GenericTyping]
ConvSubst_sind [in LogRel.GenericTyping]
ConvSubst_rec [in LogRel.GenericTyping]
ConvSubst_ind [in LogRel.GenericTyping]
ConvSubst_rect [in LogRel.GenericTyping]
ConvTermDecl_sind [in LogRel.DeclarativeTyping]
ConvTermDecl_rec [in LogRel.DeclarativeTyping]
ConvTermDecl_ind [in LogRel.DeclarativeTyping]
ConvTermDecl_rect [in LogRel.DeclarativeTyping]
ConvTypeDecl_sind [in LogRel.DeclarativeTyping]
ConvTypeDecl_rec [in LogRel.DeclarativeTyping]
ConvTypeDecl_ind [in LogRel.DeclarativeTyping]
ConvTypeDecl_rect [in LogRel.DeclarativeTyping]
Core.compRenRen_term [in LogRel.AutoSubst.Ast]
Core.compRenSubst_term [in LogRel.AutoSubst.Ast]
Core.compSubstRen_term [in LogRel.AutoSubst.Ast]
Core.compSubstSubst_term [in LogRel.AutoSubst.Ast]
Core.extRen_term [in LogRel.AutoSubst.Ast]
Core.ext_term [in LogRel.AutoSubst.Ast]
Core.idSubst_term [in LogRel.AutoSubst.Ast]
Core.ren_term [in LogRel.AutoSubst.Ast]
Core.rinst_inst_term [in LogRel.AutoSubst.Ast]
Core.subst_term [in LogRel.AutoSubst.Ast]
Core.term_sind [in LogRel.AutoSubst.Ast]
Core.term_rec [in LogRel.AutoSubst.Ast]
Core.term_ind [in LogRel.AutoSubst.Ast]
Core.term_rect [in LogRel.AutoSubst.Ast]
D
decidInLCon [in LogRel.LContexts]DeclarativeTypingData.de [in LogRel.DeclarativeTyping]
dPred_le_down [in LogRel.Monad]
dPred_le_step [in LogRel.Monad]
DTree_leftmost [in LogRel.Monad]
DTree_path_over [in LogRel.Monad]
DTree_path [in LogRel.Monad]
DTree_bind_over [in LogRel.Monad]
DTree_fusion [in LogRel.Monad]
DTree_Ltrans_up [in LogRel.Monad]
DTree_Ltrans_down [in LogRel.Monad]
DTree_bind [in LogRel.Monad]
DTree_sind [in LogRel.Monad]
DTree_rec [in LogRel.Monad]
DTree_ind [in LogRel.Monad]
DTree_rect [in LogRel.Monad]
E
elim [in LogRel.LogicalRelation]elimSuccHypTy [in LogRel.AutoSubst.Extra]
emptyElim [in LogRel.Substitution.Introductions.Empty]
emptyEqSubst [in LogRel.Validity]
emptyRedElimStmt [in LogRel.Substitution.Introductions.Empty]
EmptyRedTmEq.EmptyPropEq_sind [in LogRel.LogicalRelation]
EmptyRedTmEq.EmptyPropEq_rec [in LogRel.LogicalRelation]
EmptyRedTmEq.EmptyPropEq_ind [in LogRel.LogicalRelation]
EmptyRedTmEq.EmptyPropEq_rect [in LogRel.LogicalRelation]
EmptyRedTmEq.EmptyRedTmEq_sind [in LogRel.LogicalRelation]
EmptyRedTmEq.EmptyRedTmEq_rec [in LogRel.LogicalRelation]
EmptyRedTmEq.EmptyRedTmEq_ind [in LogRel.LogicalRelation]
EmptyRedTmEq.EmptyRedTmEq_rect [in LogRel.LogicalRelation]
EmptyRedTm.EmptyProp_sind [in LogRel.LogicalRelation]
EmptyRedTm.EmptyProp_rec [in LogRel.LogicalRelation]
EmptyRedTm.EmptyProp_ind [in LogRel.LogicalRelation]
EmptyRedTm.EmptyProp_rect [in LogRel.LogicalRelation]
EmptyRedTm.EmptyRedTm_sind [in LogRel.LogicalRelation]
EmptyRedTm.EmptyRedTm_rec [in LogRel.LogicalRelation]
EmptyRedTm.EmptyRedTm_ind [in LogRel.LogicalRelation]
EmptyRedTm.EmptyRedTm_rect [in LogRel.LogicalRelation]
EmptyRedTm.nf [in LogRel.LogicalRelation]
EmptyRedTm.red [in LogRel.LogicalRelation]
emptyValidSubst [in LogRel.Validity]
emptyVPack [in LogRel.Validity]
EqLogtoW [in LogRel.LogicalRelation.Monotonicity]
EqLogtoW' [in LogRel.LogicalRelation.Monotonicity]
equivLRPack [in LogRel.LogicalRelation.Irrelevance]
escapeEqTerm [in LogRel.LogicalRelation.Escape]
escapeTerm [in LogRel.LogicalRelation.Escape]
F
fst [in LogRel.Utils]funcomp [in LogRel.AutoSubst.core]
FundCon [in LogRel.Fundamental]
I
id [in LogRel.AutoSubst.unscoped]idElimProp [in LogRel.LogicalRelation.Id]
IdRedTmEq.IdPropEq_sind [in LogRel.LogicalRelation]
IdRedTmEq.IdPropEq_rec [in LogRel.LogicalRelation]
IdRedTmEq.IdPropEq_ind [in LogRel.LogicalRelation]
IdRedTmEq.IdPropEq_rect [in LogRel.LogicalRelation]
IdRedTm.IdProp_sind [in LogRel.LogicalRelation]
IdRedTm.IdProp_rec [in LogRel.LogicalRelation]
IdRedTm.IdProp_ind [in LogRel.LogicalRelation]
IdRedTm.IdProp_rect [in LogRel.LogicalRelation]
IdRedTy.from [in LogRel.LogicalRelation]
IdRedTy.IdProp [in LogRel.LogicalRelation]
IdRedTy.IdPropEq [in LogRel.LogicalRelation]
IdRedTy.IdRedTm [in LogRel.LogicalRelation]
IdRedTy.IdRedTmEq [in LogRel.LogicalRelation]
IdRedTy.IdRedTyEq [in LogRel.LogicalRelation]
IdRedTy.LRId' [in LogRel.LogicalRelation]
IdRedTy.to [in LogRel.LogicalRelation]
IdRedTy.toPack [in LogRel.LogicalRelation]
idSubstS [in LogRel.Substitution.Properties]
IHStatement [in LogRel.LogicalRelation.Irrelevance]
invLRcan [in LogRel.LogicalRelation.NormalRed]
invLRTy [in LogRel.LogicalRelation.Induction]
in_LCon_sind [in LogRel.LContexts]
in_ctx_sind [in LogRel.Context]
in_ctx_rec [in LogRel.Context]
in_ctx_ind [in LogRel.Context]
in_ctx_rect [in LogRel.Context]
isBool_whnf [in LogRel.NormalForms]
isBool_sind [in LogRel.NormalForms]
isBool_rec [in LogRel.NormalForms]
isBool_ind [in LogRel.NormalForms]
isBool_rect [in LogRel.NormalForms]
isCanonical_sind [in LogRel.NormalForms]
isCanonical_rec [in LogRel.NormalForms]
isCanonical_ind [in LogRel.NormalForms]
isCanonical_rect [in LogRel.NormalForms]
isFun_whnf [in LogRel.NormalForms]
isFun_sind [in LogRel.NormalForms]
isFun_rec [in LogRel.NormalForms]
isFun_ind [in LogRel.NormalForms]
isFun_rect [in LogRel.NormalForms]
isLRFun_sind [in LogRel.LogicalRelation]
isLRFun_rec [in LogRel.LogicalRelation]
isLRFun_ind [in LogRel.LogicalRelation]
isLRFun_rect [in LogRel.LogicalRelation]
isLRPair_sind [in LogRel.LogicalRelation]
isLRPair_rec [in LogRel.LogicalRelation]
isLRPair_ind [in LogRel.LogicalRelation]
isLRPair_rect [in LogRel.LogicalRelation]
isNat_whnf [in LogRel.NormalForms]
isNat_sind [in LogRel.NormalForms]
isNat_rec [in LogRel.NormalForms]
isNat_ind [in LogRel.NormalForms]
isNat_rect [in LogRel.NormalForms]
isPair_whnf [in LogRel.NormalForms]
isPair_sind [in LogRel.NormalForms]
isPair_rec [in LogRel.NormalForms]
isPair_ind [in LogRel.NormalForms]
isPair_rect [in LogRel.NormalForms]
isPosType_isType [in LogRel.NormalForms]
isPosType_sind [in LogRel.NormalForms]
isPosType_rec [in LogRel.NormalForms]
isPosType_ind [in LogRel.NormalForms]
isPosType_rect [in LogRel.NormalForms]
isType_whnf [in LogRel.NormalForms]
isType_sind [in LogRel.NormalForms]
isType_rec [in LogRel.NormalForms]
isType_ind [in LogRel.NormalForms]
isType_rect [in LogRel.NormalForms]
isWfFun_sind [in LogRel.GenericTyping]
isWfFun_rec [in LogRel.GenericTyping]
isWfFun_ind [in LogRel.GenericTyping]
isWfFun_rect [in LogRel.GenericTyping]
isWfPair_sind [in LogRel.GenericTyping]
isWfPair_rec [in LogRel.GenericTyping]
isWfPair_ind [in LogRel.GenericTyping]
isWfPair_rect [in LogRel.GenericTyping]
L
LCon_le [in LogRel.LContexts]list_comp [in LogRel.AutoSubst.core]
list_id [in LogRel.AutoSubst.core]
list_ext [in LogRel.AutoSubst.core]
LogRel [in LogRel.LogicalRelation]
LogRelRec [in LogRel.LogicalRelation]
LogRel0 [in LogRel.LogicalRelation]
LogRel1 [in LogRel.LogicalRelation]
LogtoW [in LogRel.LogicalRelation.Monotonicity]
LRBool_ [in LogRel.LogicalRelation]
LRbuild [in LogRel.LogicalRelation]
LRbuild0 [in LogRel.LogicalRelation]
LREmpty_ [in LogRel.LogicalRelation]
LRId_ [in LogRel.LogicalRelation]
LRNat_ [in LogRel.LogicalRelation]
LRne_ [in LogRel.LogicalRelation]
LRPackAdequate [in LogRel.LogicalRelation]
LRPiPoly [in LogRel.Substitution.Introductions.Pi]
LRPi_ [in LogRel.LogicalRelation]
LRPi' [in LogRel.LogicalRelation]
LRSig' [in LogRel.LogicalRelation]
LRunbuild [in LogRel.LogicalRelation]
LRU_ [in LogRel.LogicalRelation]
LR_rec [in LogRel.LogicalRelation.Induction]
LR_embedding [in LogRel.LogicalRelation.Induction]
LtSubst [in LogRel.LogicalRelation]
N
natElim [in LogRel.Substitution.Introductions.Nat]natRedElimStmt [in LogRel.Substitution.Introductions.Nat]
NatRedTmEq.NatPropEq_mut_rect [in LogRel.LogicalRelation]
NatRedTmEq.NatPropEq_sind [in LogRel.LogicalRelation]
NatRedTmEq.NatPropEq_rec [in LogRel.LogicalRelation]
NatRedTmEq.NatPropEq_ind [in LogRel.LogicalRelation]
NatRedTmEq.NatPropEq_rect [in LogRel.LogicalRelation]
NatRedTmEq.NatRedTmEq_mut_rect [in LogRel.LogicalRelation]
NatRedTmEq.NatRedTmEq_sind [in LogRel.LogicalRelation]
NatRedTmEq.NatRedTmEq_rec [in LogRel.LogicalRelation]
NatRedTmEq.NatRedTmEq_ind [in LogRel.LogicalRelation]
NatRedTmEq.NatRedTmEq_rect [in LogRel.LogicalRelation]
NatRedTm.NatProp_mut_rect [in LogRel.LogicalRelation]
NatRedTm.NatProp_sind [in LogRel.LogicalRelation]
NatRedTm.NatProp_rec [in LogRel.LogicalRelation]
NatRedTm.NatProp_ind [in LogRel.LogicalRelation]
NatRedTm.NatProp_rect [in LogRel.LogicalRelation]
NatRedTm.NatRedTm_mut_rect [in LogRel.LogicalRelation]
NatRedTm.NatRedTm_sind [in LogRel.LogicalRelation]
NatRedTm.NatRedTm_rec [in LogRel.LogicalRelation]
NatRedTm.NatRedTm_ind [in LogRel.LogicalRelation]
NatRedTm.NatRedTm_rect [in LogRel.LogicalRelation]
NatRedTm.nf [in LogRel.LogicalRelation]
NatRedTm.red [in LogRel.LogicalRelation]
nat_to_term [in LogRel.LContexts]
neu [in LogRel.LogicalRelation.Neutral]
normEqRedΣ [in LogRel.LogicalRelation.NormalRed]
normLambda [in LogRel.LogicalRelation.NormalRed]
normPair [in LogRel.LogicalRelation.NormalRed]
normRedNe0 [in LogRel.LogicalRelation.NormalRed]
normRedΠ [in LogRel.LogicalRelation.NormalRed]
normRedΠ0 [in LogRel.LogicalRelation.NormalRed]
normRedΣ [in LogRel.LogicalRelation.NormalRed]
normRedΣ0 [in LogRel.LogicalRelation.NormalRed]
NotShelved [in LogRel.Utils]
not_in_LCon_sind [in LogRel.LContexts]
nSucc [in LogRel.LContexts]
O
OneRedAlg_sind [in LogRel.UntypedReduction]OneRedAlg_rec [in LogRel.UntypedReduction]
OneRedAlg_ind [in LogRel.UntypedReduction]
OneRedAlg_rect [in LogRel.UntypedReduction]
or_inLCon_sind [in LogRel.LContexts]
or_inLCon_rec [in LogRel.LContexts]
or_inLCon_ind [in LogRel.LContexts]
or_inLCon_rect [in LogRel.LContexts]
over_tree [in LogRel.Monad]
P
ParamRedTy.from [in LogRel.LogicalRelation]ParamRedTy.toAd [in LogRel.LogicalRelation]
ParamRedTy.toPack [in LogRel.LogicalRelation]
PiRedTy [in LogRel.LogicalRelation]
PiRedTyAdequate [in LogRel.LogicalRelation]
PiRedTyEq [in LogRel.LogicalRelation]
PolyRed.from [in LogRel.LogicalRelation]
PolyRed.toAd [in LogRel.LogicalRelation]
PolyRed.toPack [in LogRel.LogicalRelation]
Pred_le_down [in LogRel.Monad]
Pred_le_step [in LogRel.Monad]
prod_comp [in LogRel.AutoSubst.core]
prod_ext [in LogRel.AutoSubst.core]
prod_id [in LogRel.AutoSubst.core]
prod_map [in LogRel.AutoSubst.core]
prod_sind [in LogRel.Utils]
prod_rec [in LogRel.Utils]
prod_ind [in LogRel.Utils]
prod_rect [in LogRel.Utils]
projT1 [in LogRel.Utils]
projT2 [in LogRel.Utils]
R
rec0 [in LogRel.LogicalRelation]rec1 [in LogRel.LogicalRelation]
RedClosureAlg_sind [in LogRel.UntypedReduction]
RedClosureAlg_rec [in LogRel.UntypedReduction]
RedClosureAlg_ind [in LogRel.UntypedReduction]
RedClosureAlg_rect [in LogRel.UntypedReduction]
RedConvC [in LogRel.DeclarativeInstance]
RedConvTeC [in LogRel.DeclarativeInstance]
RedConvTyC [in LogRel.DeclarativeInstance]
RedRel [in LogRel.LogicalRelation]
redtmwf_conv [in LogRel.GenericTyping]
redtmwf_red [in LogRel.GenericTyping]
redtmwf_wk [in LogRel.GenericTyping]
reflLRTmEq [in LogRel.LogicalRelation.Reflexivity]
reflLRTmEq_inv [in LogRel.LogicalRelation.Reflexivity]
reflLRTyEq [in LogRel.LogicalRelation.Reflexivity]
reflTransClos_sind [in LogRel.Utils]
reflTransClos_rec [in LogRel.Utils]
reflTransClos_ind [in LogRel.Utils]
reflTransClos_rect [in LogRel.Utils]
S
scons [in LogRel.AutoSubst.unscoped]SFalse_sind [in LogRel.LContexts]
SFalse_rec [in LogRel.LContexts]
SFalse_ind [in LogRel.LContexts]
SFalse_rect [in LogRel.LContexts]
ShapeView [in LogRel.LogicalRelation.ShapeView]
ShapeView3 [in LogRel.LogicalRelation.ShapeView]
Shelved [in LogRel.Utils]
shift [in LogRel.AutoSubst.unscoped]
SigRedTy [in LogRel.LogicalRelation]
SigRedTyAdequate [in LogRel.LogicalRelation]
SigRedTyEq [in LogRel.LogicalRelation]
sigT_sind [in LogRel.Utils]
sigT_rec [in LogRel.Utils]
sigT_ind [in LogRel.Utils]
sigT_rect [in LogRel.Utils]
snd [in LogRel.Utils]
sne_ind [in LogRel.UntypedValues]
sne_rec [in LogRel.UntypedValues]
snf_sne_rect [in LogRel.UntypedValues]
snf_ind [in LogRel.UntypedValues]
snf_rec [in LogRel.UntypedValues]
snocEqSubst [in LogRel.Validity]
snocValidSubst [in LogRel.Validity]
snocVPack [in LogRel.Validity]
sort_of_product [in LogRel.BasicAst]
sort_sind [in LogRel.BasicAst]
sort_rec [in LogRel.BasicAst]
sort_ind [in LogRel.BasicAst]
sort_rect [in LogRel.BasicAst]
Sor_sind [in LogRel.LContexts]
soundCtx [in LogRel.Substitution.Properties]
Ssig_sind [in LogRel.LContexts]
Ssig_rec [in LogRel.LContexts]
Ssig_ind [in LogRel.LContexts]
Ssig_rect [in LogRel.LContexts]
T
TermRedClosure [in LogRel.DeclarativeTyping]TmEqLogtoW [in LogRel.LogicalRelation.Monotonicity]
TmEqLogtoW' [in LogRel.LogicalRelation.Monotonicity]
TmLogtoW [in LogRel.LogicalRelation.Monotonicity]
TmLogtoW' [in LogRel.LogicalRelation.Monotonicity]
tr [in LogRel.Utils]
transport [in LogRel.Validity]
TypeLevelLt_sind [in LogRel.LogicalRelation]
TypeLevelLt_rec [in LogRel.LogicalRelation]
TypeLevelLt_ind [in LogRel.LogicalRelation]
TypeLevelLt_rect [in LogRel.LogicalRelation]
TypeLevel_sind [in LogRel.LogicalRelation]
TypeLevel_rec [in LogRel.LogicalRelation]
TypeLevel_ind [in LogRel.LogicalRelation]
TypeLevel_rect [in LogRel.LogicalRelation]
TypeRedClosure [in LogRel.DeclarativeTyping]
Type_le_down [in LogRel.Monad]
Type_le_step [in LogRel.Monad]
TypingDecl_sind [in LogRel.DeclarativeTyping]
TypingDecl_rec [in LogRel.DeclarativeTyping]
TypingDecl_ind [in LogRel.DeclarativeTyping]
TypingDecl_rect [in LogRel.DeclarativeTyping]
U
Unnamed_thm [in LogRel.LogicalRelation.NormalRed]up_allfv [in LogRel.AutoSubst.unscoped]
up_ren [in LogRel.AutoSubst.unscoped]
V
validEmpty [in LogRel.Validity]validEmpty' [in LogRel.Validity]
validSnoc [in LogRel.Validity]
validSnoc' [in LogRel.Validity]
var_zero [in LogRel.AutoSubst.unscoped]
VPackAdequate [in LogRel.Validity]
VRel [in LogRel.Validity]
VRSnoc' [in LogRel.Validity]
W
Wcomplete [in LogRel.LogicalRelation.Neutral]weakening_sind [in LogRel.Weakening]
weakening_rec [in LogRel.Weakening]
weakening_ind [in LogRel.Weakening]
weakening_rect [in LogRel.Weakening]
WellSubst_sind [in LogRel.GenericTyping]
WellSubst_rec [in LogRel.GenericTyping]
WellSubst_ind [in LogRel.GenericTyping]
WellSubst_rect [in LogRel.GenericTyping]
well_formed_well_typed [in LogRel.GenericTyping]
well_typed_well_formed [in LogRel.GenericTyping]
well_weakening_sind [in LogRel.Weakening]
well_weakening_rec [in LogRel.Weakening]
well_weakening_ind [in LogRel.Weakening]
well_weakening_rect [in LogRel.Weakening]
WescapeEqTerm [in LogRel.LogicalRelation.Escape]
WescapeTerm [in LogRel.LogicalRelation.Escape]
WfContextDecl_sind [in LogRel.DeclarativeTyping]
WfContextDecl_rec [in LogRel.DeclarativeTyping]
WfContextDecl_ind [in LogRel.DeclarativeTyping]
WfContextDecl_rect [in LogRel.DeclarativeTyping]
wfCtxOfsubstS [in LogRel.Validity]
WfDeclInductionConcl [in LogRel.DeclarativeTyping]
wfLCons [in LogRel.LContexts]
wfLCon_le_trans [in LogRel.LContexts]
wfLCon_le_id [in LogRel.LContexts]
wfLCon_le [in LogRel.LContexts]
WfTypeDecl_sind [in LogRel.DeclarativeTyping]
WfTypeDecl_rec [in LogRel.DeclarativeTyping]
WfTypeDecl_ind [in LogRel.DeclarativeTyping]
WfTypeDecl_rect [in LogRel.DeclarativeTyping]
wf_LCon_sind [in LogRel.LContexts]
whne_sind [in LogRel.NormalForms]
whne_rec [in LogRel.NormalForms]
whne_ind [in LogRel.NormalForms]
whne_rect [in LogRel.NormalForms]
whnf_sind [in LogRel.NormalForms]
whnf_rec [in LogRel.NormalForms]
whnf_ind [in LogRel.NormalForms]
whnf_rect [in LogRel.NormalForms]
wk_well_wk_compose [in LogRel.Weakening]
wk_id [in LogRel.Weakening]
wk_up [in LogRel.Weakening]
wk_step [in LogRel.Weakening]
wk_empty [in LogRel.Weakening]
wk_compose [in LogRel.Weakening]
wk_to_ren [in LogRel.Weakening]
wk1 [in LogRel.Weakening]
WnormEqRedΣ [in LogRel.LogicalRelation.NormalRed]
WnormLambda [in LogRel.LogicalRelation.NormalRed]
WnormPair [in LogRel.LogicalRelation.NormalRed]
WnormRedΠ [in LogRel.LogicalRelation.NormalRed]
WnormRedΣ [in LogRel.LogicalRelation.NormalRed]
WreflLRTmEq [in LogRel.LogicalRelation.Reflexivity]
WreflLRTmEq_inv [in LogRel.LogicalRelation.Reflexivity]
WreflLRTyEq [in LogRel.LogicalRelation.Reflexivity]
_
_wk_id [in LogRel.Weakening]Record Index
B
BoolRedTyEq.BoolRedTyEq [in LogRel.LogicalRelation]BoolRedTy.BoolRedTy [in LogRel.LogicalRelation]
C
Checking [in LogRel.Notations]complete [in LogRel.LogicalRelation.Neutral]
ConvNeu [in LogRel.Notations]
ConvNeuConv [in LogRel.Notations]
ConvNeuConvDecl [in LogRel.DeclarativeTyping]
ConvNeuProperties [in LogRel.GenericTyping]
ConvNeuRed [in LogRel.Notations]
ConvTerm [in LogRel.Notations]
ConvTermProperties [in LogRel.GenericTyping]
ConvTermRed [in LogRel.Notations]
ConvType [in LogRel.Notations]
ConvTypeProperties [in LogRel.GenericTyping]
ConvTypeRed [in LogRel.Notations]
Core.Up_term [in LogRel.AutoSubst.Ast]
E
EmptyRedTyEq.EmptyRedTyEq [in LogRel.LogicalRelation]EmptyRedTy.EmptyRedTy [in LogRel.LogicalRelation]
equivPolyRed [in LogRel.LogicalRelation.Irrelevance]
F
FundSubstConv.FundSubstConv [in LogRel.Fundamental]FundSubst.FundSubst [in LogRel.Fundamental]
FundTmEq.FundTmEq [in LogRel.Fundamental]
FundTm.FundTm [in LogRel.Fundamental]
FundTyEq.FundTyEq [in LogRel.Fundamental]
FundTy.FundTy [in LogRel.Fundamental]
G
GenericTypingProperties [in LogRel.GenericTyping]I
IdRedTmEq.IdRedTmEq [in LogRel.LogicalRelation]IdRedTm.IdRedTm [in LogRel.LogicalRelation]
IdRedTyEq.IdRedTyEq [in LogRel.LogicalRelation]
IdRedTyPack.IdRedTyAdequate [in LogRel.LogicalRelation]
IdRedTyPack.IdRedTyPack [in LogRel.LogicalRelation]
IdRedTy.IdRedTy [in LogRel.LogicalRelation]
Inferring [in LogRel.Notations]
InferringRed [in LogRel.Notations]
L
LRAd.LRAdequate [in LogRel.LogicalRelation]LRPack.LRPack [in LogRel.LogicalRelation]
N
NatRedTyEq.NatRedTyEq [in LogRel.LogicalRelation]NatRedTy.NatRedTy [in LogRel.LogicalRelation]
NeNf.RedTm [in LogRel.LogicalRelation]
NeNf.RedTmEq [in LogRel.LogicalRelation]
neRedTmEq.neRedTmEq [in LogRel.LogicalRelation]
neRedTm.neRedTm [in LogRel.LogicalRelation]
neRedTyEq.neRedTyEq [in LogRel.LogicalRelation]
neRedTy.neRedTy [in LogRel.LogicalRelation]
O
OneStepRedTerm [in LogRel.Notations]P
ParamRedTyEq.ParamRedTyEq [in LogRel.LogicalRelation]ParamRedTyPack.ParamRedTyPack [in LogRel.LogicalRelation]
ParamRedTy.ParamRedTy [in LogRel.LogicalRelation]
PiRedTmEq.PiRedTmEq [in LogRel.LogicalRelation]
PiRedTm.PiRedTm [in LogRel.LogicalRelation]
PolyRedEq.PolyRedEq [in LogRel.LogicalRelation]
PolyRedPack.PolyRedPack [in LogRel.LogicalRelation]
PolyRedPack.PolyRedPackAdequate [in LogRel.LogicalRelation]
PolyRed.PolyRed [in LogRel.LogicalRelation]
R
RedClosureDecl [in LogRel.DeclarativeTyping]RedTerm [in LogRel.Notations]
RedTermProperties [in LogRel.GenericTyping]
RedType [in LogRel.Notations]
RedTypeProperties [in LogRel.GenericTyping]
redValidity [in LogRel.Validity]
Ren1 [in LogRel.AutoSubst.unscoped]
Ren2 [in LogRel.AutoSubst.unscoped]
Ren3 [in LogRel.AutoSubst.unscoped]
Ren4 [in LogRel.AutoSubst.unscoped]
Ren5 [in LogRel.AutoSubst.unscoped]
S
SigRedTmEq.SigRedTmEq [in LogRel.LogicalRelation]SigRedTm.SigRedTm [in LogRel.LogicalRelation]
Subst1 [in LogRel.AutoSubst.unscoped]
Subst2 [in LogRel.AutoSubst.unscoped]
Subst3 [in LogRel.AutoSubst.unscoped]
Subst4 [in LogRel.AutoSubst.unscoped]
Subst5 [in LogRel.AutoSubst.unscoped]
T
TermConvWf [in LogRel.GenericTyping]termEqValidity [in LogRel.Validity]
TermRedWf [in LogRel.GenericTyping]
TermRedWhnf [in LogRel.GenericTyping]
termValidity [in LogRel.Validity]
tmEqValidity [in LogRel.Validity]
TypeConvWf [in LogRel.GenericTyping]
typeEqValidity [in LogRel.Validity]
TypeRedWf [in LogRel.GenericTyping]
TypeRedWhnf [in LogRel.GenericTyping]
typeValidity [in LogRel.Validity]
Typing [in LogRel.Notations]
TypingProperties [in LogRel.GenericTyping]
U
URedTm.URedTm [in LogRel.LogicalRelation]URedTm.URedTmEq [in LogRel.LogicalRelation]
URedTyEq.URedTyEq [in LogRel.LogicalRelation]
URedTy.URedTy [in LogRel.LogicalRelation]
V
VAd.VAdequate [in LogRel.Validity]Var [in LogRel.AutoSubst.unscoped]
VPack.VPack [in LogRel.Validity]
W
well_formed [in LogRel.GenericTyping]well_typed [in LogRel.GenericTyping]
WfContext [in LogRel.Notations]
WfContextProperties [in LogRel.GenericTyping]
wfLCon [in LogRel.LContexts]
WfType [in LogRel.Notations]
WfTypeProperties [in LogRel.GenericTyping]
wk_well_wk [in LogRel.Weakening]
WLogRel [in LogRel.LogicalRelation]
WLogRelEq [in LogRel.LogicalRelation]
WLogRelTm [in LogRel.LogicalRelation]
WLogRelTmEq [in LogRel.LogicalRelation]
WPolyRed [in LogRel.LogicalRelation]
WPolyRedEq [in LogRel.LogicalRelation]
| Global Index | A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z | _ | other | (2876 entries) |
| Notation Index | A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z | _ | other | (191 entries) |
| Module Index | A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z | _ | other | (58 entries) |
| Variable Index | A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z | _ | other | (13 entries) |
| Library Index | A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z | _ | other | (57 entries) |
| Lemma Index | A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z | _ | other | (1018 entries) |
| Constructor Index | A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z | _ | other | (325 entries) |
| Inductive Index | A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z | _ | other | (98 entries) |
| Projection Index | A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z | _ | other | (400 entries) |
| Section Index | A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z | _ | other | (107 entries) |
| Instance Index | A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z | _ | other | (44 entries) |
| Abbreviation Index | A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z | _ | other | (8 entries) |
| Definition Index | A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z | _ | other | (451 entries) |
| Record Index | A | B | C | D | E | F | G | H | I | J | K | L | M | N | O | P | Q | R | S | T | U | V | W | X | Y | Z | _ | other | (106 entries) |