Created
January 6, 2018 03:12
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Prolog-style backtracking in Scheme using continuations
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;; vim: set sts=2 sw=2 et lisp sm : | |
(define *bt-chain* '()) | |
(define (bt-fork starter . remains) | |
(call/cc (lambda (ret) | |
(set! *bt-chain* | |
(append | |
(map (lambda (x) | |
`(,ret . ,x)) | |
remains) | |
*bt-chain*)) | |
starter))) | |
(define (bt-retry) | |
(if (null? *bt-chain*) | |
#f | |
(let* ((contpair (car *bt-chain*)) | |
(cont (car contpair)) | |
(retval (cdr contpair))) | |
(set! *bt-chain* (cdr *bt-chain*)) | |
(apply cont `(,retval))))) | |
(define (bt-find-all fn) | |
(let ((acc '())) | |
(let ((result (fn))) | |
(begin | |
(if result | |
(begin | |
(set! acc (cons result acc)) | |
(bt-retry))) | |
acc)))) | |
(define (get-valid-number peak) | |
(do ((acc (list) (cons i acc)) | |
(i 1 (+ i 1))) | |
((> i peak) (apply bt-fork acc)))) | |
(display | |
(bt-find-all | |
(lambda () | |
(let ((x (get-valid-number 100))) | |
(if (= (modulo 100 x) 0) | |
x | |
(bt-retry)))))) | |
(newline) | |
;; Result: | |
;; (1 2 4 5 10 20 25 50 100) | |
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