fibs = [true,false].lazy.flat_map{|i| if i then [1,1] else fibs.zip(fibs.drop(1)).map{|a,b| a+b} end}
instead of the author's
fibs = inf.map do |n|
if n < 3
1
else
fibs.zip(fibs.drop(1)).map { |a, b| a + b }.first(n - 2).last
end
end
because I think my way looks a lot closer to the Haskell version. It still has the problem that Enumerator::Lazy doesn't memoize, so finding the nth element of fibs (in either of these two Ruby versions) does an exponential (Fibonacci, in fact) number of additions, unlike the Haskell version that does n-1 additions.
I would memoize with an alias_method wrapper and let it hit a cache_hash before calling the original function. This is a generic pattern that should work for all immutable functions.
I once contrived a Y-Combinator-backed and memoized implementation of fib() in pure C (with the blocks extension for real closures). It was a mess, but it was pretty cool:
[+] [-] omaranto|12 years ago|reply
[+] [-] crb002|12 years ago|reply
http://stackoverflow.com/questions/21790868/simple-aspect-or...
[+] [-] SeoxyS|12 years ago|reply
http://kswizz.com/post/50429268286/fibonacci-the-y-combinato...
[+] [-] mossity|12 years ago|reply
[+] [-] jasdeepsingh|12 years ago|reply
http://jasdeep.ca/2012/08/easy-memoization-ruby/