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@FunctorFact

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Functional programming and category theory tweets from @JohnDCook

Houston, TX
Joined June 2016
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@FunctorFact
Functor Fact
2 days
Categorical databases
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Category theory turns math inside-out: Definitions depend on nothing inside, but on everything outside.
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Haskell-Java interop
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'Roughly speaking, homological algebra is concerned with the question of how much modules differ from being projective, injective, or flat.' -- M. Scott Osborne.
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Algebra : Strucure :: Coalgebra : Behavior.
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“It should be observed first that the whole concept of a category is essentially an auxiliary one; our basic concepts are essentially those of a functor and of a natural transformation.” — S. Eilenberg and S. Mac Lane.
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12 days
Universal properties are a fairly big conceptual hurdle to get over. But they all have the same flavor: there exists an object and a morphism such that everything factors uniquely through that object.
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'When people say 'but most business logic bugs aren’t type errors,' I just want to show them how to make bugs into type errors.' -- Matt Parsons.
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17 days
Scheme resources
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Can construct a fixed point M for a lambda term L by defining M = (λx.L(xx))(λx.L(xx)).
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20 days
Every lambda term L has a fixed point, a term M such that LM is β-convertible to M.
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23 days
F* is an ML-like functional programming language aimed at program verification.
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24 days
Beck's monadicity theorem: A functor is monadic iff .
en.wikipedia.org
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25 days
'A language that doesn't affect the way you think about programming isn't worth knowing.' -- Alan Perlis.
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@FunctorFact
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27 days
Simon Peyton Jones on Haskell and Functional Programming
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@FunctorFact
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30 days
Dependent Types at Work [pdf].
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