Package bool-def-cond: bool-def-cond
Information
name
bool-def-cond
version
1.0
description
bool-def-cond
author
Joe Hurd <joe@gilith.com>
license
HOLLight
provenance
HOL Light theory extracted on 2011-02-19
show
Data.Bool
Files
Package tarball
bool-def-cond-1.0.tgz
Theory file
bool-def-cond.thy
(included in the package tarball)
Defined Constant
Data
Bool
cond
Theorem
⊦
cond
=
λ
t
t1
t2
.
select
x
. ((
t
⇔
T
)
⇒
x
=
t1
)
∧
((
t
⇔
F
)
⇒
x
=
t2
)
Input Type Operators
→
bool
Input Constants
=
Data
Bool
∧
⇒
select
F
T