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accF xs acc = accF (tail xs) (head xs : acc)reverse :: [a] -> [a] -> [a]reverse xs = accF xs []append :: [a] -> [a] -> [a]append xs ys = accF xs ys. ... N@advice ]accF] :: [a] -> [a] -> [a] =xs -> acc -> case xs of. [] ->
www.cs.ox.ac.uk/files/263/aoptc.pdf- 168k - 3 Oct 2006 - Cached
span></p> 22 January 2019 JuliaFlynn 2c170684-312c-401f-accf-5ed8c1161dfd https://www.nqit.ox.ac.uk/news/cambridge-quantum-computing-working-partnership-nqit-crucial-uk-quantum-readiness-programme <p>NQIT
nqit.ox.ac.uk/news/rss.rss- 60k - 16 Aug 2022 - Cached
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