Documentation Verification Report

Context

📁 Source: Cslib/Languages/LambdaCalculus/LocallyNameless/Context.lean

Statistics

MetricCount
DefinitionsContext, Context, Context, Context, Context, Context, dom, instHasWellFormed, map_val, Context, Context, Context
12
Theoremshaswellformed_def, map_val_keys, map_val_mem
3
Total15

Cslib.CCS

Definitions

NameCategoryTheorems
Context 📖CompData
1 mathmath: Context.complete

Cslib.CLL.Proposition

Definitions

NameCategoryTheorems
Context 📖CompData

Cslib.CLL.Sequent

Definitions

NameCategoryTheorems
Context 📖CompOp

Cslib.HasContext

Definitions

NameCategoryTheorems
Context 📖CompOp
1 mathmath: Cslib.Congruence.covariant

Cslib.HasHContext

Definitions

NameCategoryTheorems
Context 📖CompOp

Cslib.LambdaCalculus.LocallyNameless

Definitions

NameCategoryTheorems
Context 📖CompOp
8 mathmath: Context.haswellformed_def, Fsub.Ty.Wf.map_subst, Fsub.Env.Wf.map_subst, Fsub.Sub.map_subst, Stlc.Typing.weaken_aux, Fsub.Typing.subst_ty, Stlc.Typing.subst_aux, Stlc.Typing.weaken

Cslib.LambdaCalculus.LocallyNameless.Context

Definitions

NameCategoryTheorems
dom 📖CompOp
instHasWellFormed 📖CompOp
2 mathmath: Cslib.LambdaCalculus.LocallyNameless.Fsub.Env.Wf.to_ok, haswellformed_def
map_val 📖CompOp
7 mathmath: Cslib.LambdaCalculus.LocallyNameless.Fsub.Env.Wf.map_subst_nmem, Cslib.LambdaCalculus.LocallyNameless.Fsub.Ty.Wf.map_subst, Cslib.LambdaCalculus.LocallyNameless.Fsub.Env.Wf.map_subst, map_val_mem, Cslib.LambdaCalculus.LocallyNameless.Fsub.Sub.map_subst, map_val_keys, Cslib.LambdaCalculus.LocallyNameless.Fsub.Typing.subst_ty

Theorems

NameKindAssumesProvesValidatesDepends On
haswellformed_def 📖mathematicalCslib.HasWellFormed.wf
Cslib.LambdaCalculus.LocallyNameless.Context
instHasWellFormed
map_val_keys 📖mathematicalmap_val
map_val_mem 📖mathematicalmap_val

Cslib.LambdaCalculus.Named

Definitions

NameCategoryTheorems
Context 📖CompData
1 mathmath: Context.complete

Cslib.Logic.HML.Proposition

Definitions

NameCategoryTheorems
Context 📖CompData

Cslib.Logic.HML.Satisfies

Definitions

NameCategoryTheorems
Context 📖CompData

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