Documentation Verification Report

Multivariate

πŸ“ Source: Mathlib/Control/Functor/Multivariate.lean

Statistics

MetricCount
DefinitionsLawfulMvFunctor, MvFunctor, LiftP, LiftP', LiftR, LiftR', map, ofEquiv, supp, Β«term_<$$>_Β»
10
Theoremscomp_map, id_map, LiftP_PredLast_iff, LiftP_def, LiftR_RelLast_iff, LiftR_def, exists_iff_exists_of_mono, id_map, id_map', map_map, of_mem_supp
11
Total21

LawfulMvFunctor

Theorems

NameKindAssumesProvesValidatesDepends On
comp_map πŸ“–mathematicalβ€”MvFunctor.map
TypeVec.comp
β€”β€”
id_map πŸ“–mathematicalβ€”MvFunctor.map
TypeVec.id
β€”β€”

MvFunctor

Definitions

NameCategoryTheorems
LiftP πŸ“–MathDef
6 mathmath: MvQPF.has_good_supp_iff, MvPFunctor.liftP_iff', MvPFunctor.liftP_iff, MvQPF.liftP_iff, MvQPF.liftP_iff_of_isUniform, LiftP_PredLast_iff
LiftP' πŸ“–MathDef
2 mathmath: LiftP_def, LiftP_PredLast_iff
LiftR πŸ“–MathDef
3 mathmath: LiftR_RelLast_iff, MvQPF.liftR_iff, MvPFunctor.liftR_iff
LiftR' πŸ“–MathDef
5 mathmath: MvQPF.liftR_map_last', LiftR_RelLast_iff, MvQPF.liftR_map_last, LiftR_def, MvQPF.liftR_map
map πŸ“–CompOp
35 mathmath: MvPFunctor.id_map, LawfulMvFunctor.id_map, MvQPF.liftR_map_last', LawfulMvFunctor.comp_map, MvQPF.comp_map, id_map, id_map', MvQPF.liftR_map_last, LiftP_def, MvPFunctor.comp.get_map, MvQPF.Cofix.dest_corec', MvPFunctor.w_map_wMk, MvQPF.recF_eq', MvPFunctor.map_eq, MvQPF.Cofix.dest_corec, MvPFunctor.comp_map, MvQPF.Comp.get_map, MvQPF.Comp.map_mk, LiftR_def, MvPFunctor.M.dest_map, MvPFunctor.M.dest_corec, MvQPF.corec_roll, MvQPF.Const.map_mk, MvPFunctor.map_objAppend1, MvQPF.id_map, MvQPF.wrepr_wMk, MvQPF.liftR_map, MvQPF.supp_map, MvQPF.abs_map, MvQPF.Const.get_map, MvQPF.corecF_eq, MvQPF.wEquiv_map, MvPFunctor.const.get_map, MvQPF.Fix.rec_eq, map_map
ofEquiv πŸ“–CompOpβ€”
supp πŸ“–CompOp
5 mathmath: MvQPF.supp_eq, MvQPF.mem_supp, MvPFunctor.supp_eq, MvQPF.supp_eq_of_isUniform, MvQPF.supp_map
Β«term_<$$>_Β» πŸ“–CompOpβ€”

Theorems

NameKindAssumesProvesValidatesDepends On
LiftP_PredLast_iff πŸ“–mathematicalβ€”LiftP'
TypeVec.append1
TypeVec.PredLast'
LiftP
TypeVec.PredLast
β€”exists_iff_exists_of_mono
TypeVec.Arrow.ext
map_map
LiftP_def πŸ“–mathematicalβ€”LiftP'
map
TypeVec.Subtype_
TypeVec.subtypeVal
β€”exists_iff_exists_of_mono
TypeVec.toSubtype_of_subtype
map_map
TypeVec.subtypeVal_toSubtype
LiftR_RelLast_iff πŸ“–mathematicalβ€”LiftR'
TypeVec.append1
TypeVec.RelLast'
LiftR
TypeVec.RelLast
β€”exists_iff_exists_of_mono
TypeVec.Arrow.ext
map_map
LiftR_def πŸ“–mathematicalβ€”LiftR'
map
TypeVec.Subtype_
TypeVec.prod
TypeVec.comp
TypeVec.prod.fst
TypeVec.subtypeVal
TypeVec.prod.snd
β€”exists_iff_exists_of_mono
TypeVec.toSubtype'_of_subtype'
map_map
TypeVec.subtypeVal_toSubtype'
exists_iff_exists_of_mono πŸ“–β€”TypeVec.comp
TypeVec.id
map
β€”β€”map_map
LawfulMvFunctor.id_map
id_map πŸ“–mathematicalβ€”map
TypeVec.id
β€”LawfulMvFunctor.id_map
id_map' πŸ“–mathematicalβ€”mapβ€”id_map
map_map πŸ“–mathematicalβ€”map
TypeVec.comp
β€”LawfulMvFunctor.comp_map
of_mem_supp πŸ“–β€”LiftP
Set
Set.instMembership
supp
β€”β€”β€”

(root)

Definitions

NameCategoryTheorems
LawfulMvFunctor πŸ“–CompData
2 mathmath: MvQPF.lawfulMvFunctor, MvPFunctor.instLawfulMvFunctorObj
MvFunctor πŸ“–CompDataβ€”

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