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My favourite scheme implementation is scheme48, which takes its name from its being initially implemented in 48 hours by Richard Kelsey and Jonathan Rees in August 1986. They used Common Lisp on a Symbolics 3600 and Maclisp on a PDP-10. Now, thanks to Jonathan Tang’s tutorial, you can write yourself a scheme in 48 hours, but using Haskell instead of Lisp. The tutorial is intended as an introductio
If you have a little Scheme under your belt, just plunge into the challenge right now: We want to find three integers, x y and z such that both are in the range [2,9] and that they are the lengths of the sides of a right triangle (x^2 = y^2 + z^2). The challenge is to write two procedures, in-range and fail such that the solution to the problem looks like this: (let ((x (in-range 2 9)) (y (in-rang
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