Definitions
ElisTarskiPf
A
Sections
NuprlLIB
Doc
Some definitions of interest.
RespectsNot
Def
RespectsNot(Tr; L) ==
t:Term. Tr(NOT(t))
L(t) &
Tr(t)
Thm*
Tr,L:(Term
Prop). RespectsNot(Tr; L)
Prop
iff
Def
P
Q == (P
Q) & (P
Q)
Thm*
A,B:Prop. (A
B)
Prop
not
Def
A == A
False
Thm*
A:Prop. (
A)
Prop
repst
Def
x
= y == x
= y
Thm*
t,x:Term. (t
= x)
Prop
s
Def
s(t) == SUBX(f(t);
f(t))
Thm*
t:Term. s(t)
Term
subx
Def
SUBX(t; e) == t[e/X]
Thm*
t,r:Term. SUBX(t; r)
Term
About:
Definitions
ElisTarskiPf
A
Sections
NuprlLIB
Doc