hol-1.3: Higher order logic

Index - D

dataSubst 
1 (Function)HOL.TypeSubst
2 (Function)HOL.Subst
deductAntisymHOL.Thm
DeductAntisymCommandHOL.OpenTheory.Article
DefCommandHOL.OpenTheory.Article
DefConstProvHOL.Data
defineConstHOL.Thm
DefineConstCommandHOL.OpenTheory.Article
defineConstListHOL.Rule
DefineConstListCommandHOL.OpenTheory.Article
defineTypeOpHOL.Thm
DefineTypeOpCommandHOL.OpenTheory.Article
defineTypeOpLegacyHOL.Rule
DefineTypeOpLegacyCommandHOL.OpenTheory.Article
defStateHOL.OpenTheory.Article
DefTypeOpProvHOL.Data
deleteNameHOL.Const
dest 
1 (Function)HOL.TypeVar
2 (Function)HOL.Type
3 (Function)HOL.TypeSubst
4 (Function)HOL.Var
5 (Function)HOL.Term
6 (Function)HOL.Subst
7 (Function)HOL.TermAlpha
8 (Function)HOL.Sequent
9 (Function)HOL.Thm
destAbs 
1 (Function)HOL.TermData
2 (Function)HOL.Term
destApp 
1 (Function)HOL.TermData
2 (Function)HOL.Term
destBinaryOp 
1 (Function)HOL.TypeData
2 (Function)HOL.Type
destBlockHOL.OpenTheory.Package
destBlocksHOL.OpenTheory.Package
destConst 
1 (Function)HOL.TermData
2 (Function)HOL.Term
destEq 
1 (Function)HOL.Type
2 (Function)HOL.Term
destEqConstHOL.Term
destFileHOL.OpenTheory.Package
destFunHOL.Type
destGivenConst 
1 (Function)HOL.TermData
2 (Function)HOL.Term
destGivenOp 
1 (Function)HOL.TypeData
2 (Function)HOL.Type
destGlobalHOL.Name
destInfoHOL.OpenTheory.Package
destNameHOL.OpenTheory.Package
destOp 
1 (Function)HOL.TypeData
2 (Function)HOL.Type
destPredHOL.Type
destReflHOL.Term
destRelHOL.Type
destRenameHOL.OpenTheory.Interpret
destRenamesHOL.OpenTheory.Interpret
destSelect 
1 (Function)HOL.Type
2 (Function)HOL.Term
destSelectConstHOL.Term
destUnaryOp 
1 (Function)HOL.TypeData
2 (Function)HOL.Type
destVar 
1 (Function)HOL.TypeData
2 (Function)HOL.Type
3 (Function)HOL.TermData
4 (Function)HOL.Term
destVersionHOL.OpenTheory.Package
dictHOL.OpenTheory.Article
differenceNameHOL.Const
directoryHOL.OpenTheory.Package
directoryVersionHOL.OpenTheory.Package
disjNameHOL.Const
divNameHOL.Const
divRealNameHOL.Const
domainHOL.Type