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At: firstn lem1 1 2 2 1 1 1 1 2

1. T: Type
2. x:
3. 0 < x
4. as:T*. -1+x < ||as|| firstn(x;as) = (firstn(-1+x;as) @ [as[(-1+x)]])
5. as: T*
6. u: T
7. v: T*
8. x < ||v||+1
9. 0 < x+1
10. 0 < x

u.firstn(x;v) = ((u.firstn(-1+x;v)) @ [(u.v)[x]])

By:
Reduce 0
THEN
Analyze


Generated subgoals:

1 u = u
2 firstn(x;v) = (firstn(-1+x;v) @ [(u.v)[x]])


About:
equallistconsaddminusnatural_number
niluniverseintless_thanallimplies