I\'m looking for an algorithm to compute pow() that\'s tail-recursive and uses memoization to speed up repeated calculations.
I’m trying to implement a tail-recursive list-sorting function in OCaml, and I’ve come up with the following code:
According to answers to that question: Which, if any, C++ compilers do tail-recursion optimization? it seems, that compiler should do tail-recursion optimization.
I have two snippets of code that tries to convert a float list to a Vector3 or Vector2 list. The idea is to take 2/3 elements at a time from the list and combine them as a vector. The end result is a
Can somebody rewrite this (plt) Scheme code into Clojure? (define (f n) (printf \"(f ~a)~n\" n) (g n)) (define (g n)
There are various answers on Stack Overflow which explain the conditions under which tail recursion is possible in Scala. I understand the limitations and how and where I can take advantage of tail re
What are some other language independent ways of designing recursive functions other than the typical:
How could I convert the following into a tail recursive version. sum(void,0). sum(t(V,L,R),S) :- sum(L,S1),
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