BOLT: A Facebook tool to optimize binaries
github.com1 pointsby PeCaN0 comments
range(n,m,x) :- n <= x, x <= m
primesUpto(n) = range(2,n,r), # create a generator containing all solutions wrt r
mask(not(contains(outerProduct(*, r, r), r)), r) # as in the video
I've never really gotten this to work nicely and it always feels like there's a sort of separation between the logic world and the array world. However this feels incredibly powerful, especially as part of some sort of database, so I keep returning to it even though I'm not really sure it goes anywhere super useful in the end.
map is general in kind of the wrong way. You could after all add a #map method to Object for scalars and make a Matrix class that also implements it and then just call map everywhere. However you still run into the problem, mentioned in the video, that it doesn't easily generalize to x + y where both x and y are arrays; you have to use zip or map2 or something (and now you still have to figure out how to do vector + matrix) and yes you can kind of do explicit "array programming" in Ruby if for some reason you're really compelled to do that but it will look awful. And that's just what array languages do for you implicitly. As a paradigm there's a bit more too it than "just call map everywhere"—there's still all the functions for expressing algorithms as computations on arrays.