hol-1.3: Higher order logic

Index - T

Term 
1 (Type/Class)HOL.Data
2 (Data Constructor)HOL.Data
TermAlpha 
1 (Type/Class)HOL.TermAlpha
2 (Data Constructor)HOL.TermAlpha
TermDataHOL.Data
TermIdHOL.Data
TermObjectHOL.OpenTheory.Article
thencHOL.Conv
theoremsHOL.OpenTheory.Article
Theory 
1 (Type/Class)HOL.Theory
2 (Data Constructor)HOL.Theory
ThmHOL.Thm
ThmCommandHOL.OpenTheory.Article
thmMapHOL.Theory
ThmObjectHOL.OpenTheory.Article
thmsHOL.Theory
thmStateHOL.OpenTheory.Article
toDocHOL.Print
toInfoHOL.OpenTheory.Package
toObjectHOL.OpenTheory.Article
toRenamesHOL.OpenTheory.Interpret
toStringHOL.Print
toStringWithHOL.Print
transHOL.Rule
TransCommandHOL.OpenTheory.Article
transUnsafeHOL.Rule
tryHOL.Conv
trySharingSubst 
1 (Function)HOL.TypeSubst
2 (Function)HOL.Subst
trySubst 
1 (Function)HOL.TypeSubst
2 (Function)HOL.Subst
tryTypeSubstHOL.Subst
Type 
1 (Type/Class)HOL.Data
2 (Data Constructor)HOL.Data
TypeDataHOL.Data
TypeIdHOL.Data
TypeObjectHOL.OpenTheory.Article
typeOf 
1 (Function)HOL.Var
2 (Function)HOL.TermData
3 (Function)HOL.Term
4 (Function)HOL.TermAlpha
TypeOp 
1 (Type/Class)HOL.Data
2 (Data Constructor)HOL.Data
TypeOpCommandHOL.OpenTheory.Article
TypeOpDef 
1 (Type/Class)HOL.Data
2 (Data Constructor)HOL.Data
typeOpMapHOL.Theory
TypeOpObjectHOL.OpenTheory.Article
TypeOpProvHOL.Data
TypeOpSymbolHOL.OpenTheory.Interpret
TypeSubst 
1 (Type/Class)HOL.TypeSubst
2 (Data Constructor)HOL.TypeSubst
typeSubstHOL.Subst
TypeVar 
1 (Type/Class)HOL.Data
2 (Data Constructor)HOL.Data