The Little Schemer でおなじみ multirember 。
Y combinator 使って書き直しましょう → Y combinator は letrec が代替に使えるよ、という無茶な流れ。
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;; chapter.12 | |
; multirember | |
; standard | |
(define (multirember a lat) | |
(cond ((null? lat) '()) | |
((eq? a (car lat))(multirember a (cdr lat))) | |
(else (cons (car lat) | |
(multirember a (cdr lat)))))) | |
(multirember 'a '(a b c d a b c d)) | |
; fold | |
(define (multirember a lat) | |
(fold (lambda (e l) | |
(if (eq? a e) | |
l | |
(cons e l))) | |
'() | |
lat)) | |
(multirember 1 '(1 2 3 1 2 3 1 2 3)) | |
; filter | |
(use srfi-1) | |
(define (multirember a lat) | |
(filter (lambda (e) | |
(not (eq? a e))) | |
lat)) | |
(multirember 'a '(a b c a b c)) | |
; the seasoned schemer | |
; y combinator | |
(define Y | |
(lambda (f) | |
((lambda (g) | |
(g g)) | |
(lambda (h) | |
(f (lambda (x) | |
((h h) x))))))) | |
((Y (lambda (f) | |
(lambda (n) | |
(if (zero? n) | |
1 | |
(* n (f (- n 1))))))) 5) | |
(define multirember | |
(lambda (a lat) | |
((Y (lambda (mr) | |
(lambda (lat) | |
(cond ((null? lat) '()) | |
((eq? a (car lat))(mr (cdr lat))) | |
(else (cons (car lat) | |
(mr (cdr lat)))))))) | |
lat))) | |
(multirember 'a '(a b c a b c a b c)) | |
(define multirember | |
(lambda (a lat) | |
(((lambda (f) | |
((lambda (g) | |
(g g)) | |
(lambda (h) | |
(f (lambda (x) | |
((h h) x)))))) | |
(lambda (mr) | |
(lambda (lat) | |
(cond ((null? lat) '()) | |
((eq? a (car lat))(mr (cdr lat))) | |
(else (cons (car lat) | |
(mr (cdr lat)))))))) | |
lat))) | |
(multirember 1 '(1 2 1 2 1 2 3)) | |
;; length | |
(define add1 | |
(lambda (n) | |
(+ n 1))) | |
;; (define length 'hoge) | |
;; (display length) | |
;; (define length | |
;; (with-module gauche length)) | |
(define length | |
(Y (lambda (length) | |
(lambda (l) | |
(cond ((null? l) 0) | |
(else (add1 (length (cdr l))))))))) | |
(length '(1 2 3)) | |
; letrec | |
(define multirember | |
(lambda (a lat) | |
(letrec ((mr (lambda (l) | |
(cond ((null? l) '()) | |
((eq? a (car l))(mr (cdr l))) | |
(else (cons (car l) | |
(mr (cdr l)))))))) | |
(mr lat)))) | |
(multirember 'a '(a b a b a b c a)) |
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