Documentation Verification Report

ULift

📁 Source: Mathlib/Control/ULift.lean

Statistics

MetricCount
Definitionsbind, instMonad_mathlib, map, pure, seq, bind, instMonad_mathlib, map, pure, seq
10
Theoremsbind_up, instLawfulApplicative_mathlib, instLawfulFunctor_mathlib, instLawfulMonad_mathlib, map_up, constant, seq_up, bind_up, instLawfulApplicative_mathlib, instLawfulFunctor_mathlib, instLawfulMonad_mathlib, map_up, constant, seq_up
14
Total24

PLift

Definitions

NameCategoryTheorems
bind 📖CompOp
1 mathmath: bind_up
instMonad_mathlib 📖CompOp
3 mathmath: instLawfulMonad_mathlib, instLawfulApplicative_mathlib, instLawfulFunctor_mathlib
map 📖CompOp
4 mathmath: map_up, map_surjective, map_bijective, map_injective
pure 📖CompOp
seq 📖CompOp
1 mathmath: seq_up

Theorems

NameKindAssumesProvesValidatesDepends On
bind_up 📖mathematicalbind
instLawfulApplicative_mathlib 📖mathematicalinstMonad_mathlibinstLawfulFunctor_mathlib
instLawfulFunctor_mathlib 📖mathematicalinstMonad_mathlib
instLawfulMonad_mathlib 📖mathematicalinstMonad_mathlibinstLawfulApplicative_mathlib
map_up 📖mathematicalmap
seq_up 📖mathematicalseq

PLift.rec

Theorems

NameKindAssumesProvesValidatesDepends On
constant 📖

ULift

Definitions

NameCategoryTheorems
bind 📖CompOp
1 mathmath: bind_up
instMonad_mathlib 📖CompOp
3 mathmath: instLawfulApplicative_mathlib, instLawfulMonad_mathlib, instLawfulFunctor_mathlib
map 📖CompOp
8 mathmath: map_bijective, Topology.IsOpenEmbedding.uliftMap, Topology.IsClosedEmbedding.uliftMap, Topology.IsEmbedding.uliftMap, map_up, map_surjective, continuous_uliftMap, map_injective
pure 📖CompOp
seq 📖CompOp
1 mathmath: seq_up

Theorems

NameKindAssumesProvesValidatesDepends On
bind_up 📖mathematicalbind
instLawfulApplicative_mathlib 📖mathematicalinstMonad_mathlibinstLawfulFunctor_mathlib
instLawfulFunctor_mathlib 📖mathematicalinstMonad_mathlib
instLawfulMonad_mathlib 📖mathematicalinstMonad_mathlibinstLawfulApplicative_mathlib
map_up 📖mathematicalmap
seq_up 📖mathematicalseq

ULift.rec

Theorems

NameKindAssumesProvesValidatesDepends On
constant 📖

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