Documentation Verification Report

Conjugate

📁 Source: Mathlib/Logic/Function/Conjugate.lean

Statistics

MetricCount
DefinitionsSemiconj₂
1
Theoremscomp_left, comp_right, id_left, id_right, option_map, refl, semiconj, commute, comp_eq, comp_left, comp_right, eq, id_left, id_right, inverse_left, inverses_right, option_map, trans, comp, comp_eq, eq, id_left, isAssociative_left, isAssociative_right, isIdempotent_left, isIdempotent_right, semiconj_iff_comp_eq
27
Total28

Function

Definitions

NameCategoryTheorems
Semiconj₂ 📖MathDef
2 mathmath: Semiconj₂.id_left, Equiv.semiconj₂_conj

Theorems

NameKindAssumesProvesValidatesDepends On
semiconj_iff_comp_eq 📖mathematicalSemiconj

Function.Commute

Theorems

NameKindAssumesProvesValidatesDepends On
comp_left 📖Function.CommuteFunction.Semiconj.comp_left
comp_right 📖Function.CommuteFunction.Semiconj.comp_right
id_left 📖mathematicalFunction.CommuteFunction.Semiconj.id_left
id_right 📖mathematicalFunction.CommuteFunction.Semiconj.id_right
option_map 📖Function.CommuteFunction.Semiconj.option_map
refl 📖mathematicalFunction.Commute
semiconj 📖mathematicalFunction.CommuteFunction.Semiconj

Function.Semiconj

Theorems

NameKindAssumesProvesValidatesDepends On
commute 📖mathematicalFunction.SemiconjFunction.Commute
comp_eq 📖Function.SemiconjFunction.semiconj_iff_comp_eq
comp_left 📖Function.Semiconjtrans
comp_right 📖Function.Semiconjeq
eq 📖Function.Semiconj
id_left 📖mathematicalFunction.Semiconj
id_right 📖mathematicalFunction.Semiconj
inverse_left 📖Function.Semiconj
inverses_right 📖Function.Semiconjeq
option_map 📖Function.Semiconj
trans 📖Function.Semiconjeq

Function.Semiconj₂

Theorems

NameKindAssumesProvesValidatesDepends On
comp 📖Function.Semiconj₂eq
comp_eq 📖mathematicalFunction.Semiconj₂Function.bicompr
Function.bicompl
eq 📖Function.Semiconj₂
id_left 📖mathematicalFunction.Semiconj₂
isAssociative_left 📖Function.Semiconj₂eq
isAssociative_right 📖Function.Semiconj₂Function.Surjective.forall₃
eq
isIdempotent_left 📖Function.Semiconj₂eq
isIdempotent_right 📖Function.Semiconj₂Function.Surjective.forall
eq

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