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Definitions
elimination
Sections
ClassicalProps(jlc)
Doc
At:
formula
and
right
falsifiable
1
1.
hyp:
Formula List
2.
M:
Formula List
3.
N:
Formula List
4.
q:
Formula
5.
r:
Formula
6.
a:
Assignment
a |
< hyp,q.(M @ N) >
a |
< hyp,r.(M @ N) >
a |
< hyp,M @ (q
r.N) >
By:
Rewrite (UnfoldC `sequent_falsifiable` THENC AbReduceC THENC HigherC (LemmaC
Thm*
P:(T
Prop), L,M:T List.
x
(L @ M).P(x)
x
L.P(x) &
x
M.P(x)) THENC AbReduceC THENC HigherC (LemmaC
Thm*
a:Assignment, q,r:Formula. a |
q
r
a |
q
a |
r)) 0
Generated subgoal:
1
F
hyp.a |= F & a |
q &
F
M.a |
F &
F
N.a |
F
F
hyp.a |= F & a |
r &
F
M.a |
F &
F
N.a |
F
F
hyp.a |= F &
F
M.a |
F & a |
q
a |
r &
F
N.a |
F
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