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citp describe
Norbert Preining edited this page Oct 6, 2017
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2 revisions
Describes the current proof in more detail.
PNAT> :describe proof
==> root*
-- context module: #Goal-root
-- targeted sentences:
eq [lemma-1]: M:PNat + 0 = M .
eq [lemma-2]: M:PNat + s N:PNat = s (M + N) .
[si] 1*
-- context module: #Goal-1
-- targeted sentences:
eq [lemma-1]: 0 + 0 = 0 .
eq [lemma-2]: 0 + s N:PNat = s (0 + N) .
...
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