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At: lremove mem 1 2 1 2 2

1. St: Type
2. l: St*
3. s: St
4. eq: StSt
5. sx: St
6. u: St
7. v: St*
8. eq(s,sx)
9. mem_f(St;sx;v \ s) mem_f(St;sx;v)
10. eq(s,u)

mem_f(St;sx;u.(v \ s)) u = sx mem_f(St;sx;v)

By:
Analyze 0
THEN
RecUnfold `mem_f` -1
THEN
Reduce -1


Generated subgoal:

111. u = sx mem_f(St;sx;v \ s)
u = sx mem_f(St;sx;v)


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impliesconsorequaluniverse
listfunctionboolassertapply