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Brian Huffman
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Mar 2, 2021
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:set prover=z3 | ||
:prove \(xs:[12][0]) -> reverse (reverse xs) == xs | ||
:prove \(xs:[0]) (ys:[0]) -> xs == ys | ||
:prove \(xs:[0]) (ys:[0]) (zs:[0]) -> (xs # ys) # zs == xs # (ys # zs) |
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Loading module Cryptol | ||
Q.E.D. | ||
Q.E.D. | ||
Q.E.D. |