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At: sublist append iff 1 1 2

1. T: Type
2. C: T List
3. u: T
4. v: T List
5. A,B:T List. v A @ B (A',B':T List. v = (A' @ B') & A' A & B' B)
6. A: T List
7. u1: T
8. v1: T List
9. B:T List. [u / v] v1 @ B (A',B':T List. [u / v] = (A' @ B') & A' v1 & B' B)
10. B: T List
11. [u / v] v1 @ B
A',B':T List. [u / v] = (A' @ B') & A' [u1 / v1] & B' B

By:
RW (HypC -3) -1
THEN
RepeatFor 4 (ParallelOp -1)


Generated subgoal:

111. A': T List
12. B': T List
13. A' v1
A' [u1 / v1]
1 step

About:
listconsuniverseequalandallexists

(16steps total) PrintForm Definitions Lemmas graph 1 1 Sections Graphs Doc