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Definitions
sat
lemmas
Sections
ClassicalProps(jlc)
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At:
formula
imp
sat
lemma
1
1
1
1
1
8
1.
a:
Assignment
2.
q:
Formula
3.
r:
Formula
4.
(q under a) = 3
5.
(r under a) = 3
6.
3
= 3
a |
q
a |= r
By:
ApFunToHypEquands `z' case z: 3
0; 3
1; 3
2;
-1
Generated subgoals:
1
7.
z:
case z: 3
0; 3
1; 3
2; = case z: 3
0; 3
1; 3
2;
2
7.
case 3
: 3
0; 3
1; 3
2; = case 3
: 3
0; 3
1; 3
2;
a |
q
a |= r
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