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Take that, Euclid

import Data.List
gcd' x y = maximum $ (allDivisorsOf x) `intersect` (allDivisorsOf y)
           where allDivisorsOf x = [ d | d < - [1..x], x `rem` d == 0 ]
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General

Reducing vs decomposing

A small distinction which I remembered about today – it was in the SICP videos I watched a while ago. If a problem A can be reduced to a simpler problem B, then once you’ve made that step you can forget about problem A entirely, safe in the knowledge that the answer to B will do just as well. In contrast, a problem which can be decomposed into sub-problems might yet require the sub-answers to be combined in some way to get the final results. Therefore, you need to do more bookkeeping in order to track the results of the subproblems.

To a programmer, this is just the difference between a tail-call and a non-tail call. But the insight pertains to how some programmer use the phrases “reduces to ..” and “decomposes into ..” to mean two subtly different things.

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Mahlstick

Turns out, programmers aren’t the only ones with neat monkeytools. I just learned that painters use mahlsticks to provide a temporary stable platform to support their hands whilst painting fiddly details. Artmonkey make clever tools! Weldingmonkey might copy artmonkey!

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Haskell-meet-Erlang; (incl. Agile Sumo Wrestling)

Simon Peyton-Jones compares Haskell and Erlang. A good, fun historical tour of Haskell during a recent Erlang conference. I do enjoy watching talks where the presenter isn’t just preaching to the converted. Over the past few days, I’ve been writing a haskell IRC bot in an erlang message-passing style so this haskell/erlang video makes me wonder if there’s some kind of wormhole universe link-up going on!

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307 Temporary Redirect

This blog has been quiet recently because, for the next month, I’m focused on my imminent 1,000 mile cycle ride from Land’s End to John O’Groats. I started a separate blog to track my training and progress if you’re interested!