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- ; "queue.scm" Queues/Stacks for Scheme
- ; Written by Andrew Wilcox (awilcox@astro.psu.edu) on April 1, 1992.
- ;
- ; This code is in the public domain.
-
- (require 'record)
-
- ; Elements in a queue are stored in a list. The last pair in the list
- ; is stored in the queue type so that datums can be added in constant
- ; time.
-
- (define queue:record-type
- (make-record-type "queue" '(first-pair last-pair)))
- (define make-queue
- (let ((construct-queue (record-constructor queue:record-type)))
- (lambda ()
- (construct-queue '() '()))))
-
- (define queue? (record-predicate queue:record-type))
-
- (define queue:first-pair (record-accessor queue:record-type
- 'first-pair))
- (define queue:set-first-pair! (record-modifier queue:record-type
- 'first-pair))
- (define queue:last-pair (record-accessor queue:record-type
- 'last-pair))
- (define queue:set-last-pair! (record-modifier queue:record-type
- 'last-pair))
-
- (define (queue-empty? q)
- (null? (queue:first-pair q)))
-
- (define (queue-front q)
- (let ((first-pair (queue:first-pair q)))
- (if (null? first-pair)
- (slib:error "queue is empty" q))
- (car first-pair)))
-
- (define (queue-rear q)
- (let ((last-pair (queue:last-pair q)))
- (if (null? last-pair)
- (slib:error "queue is empty" q))
- (car last-pair)))
-
- (define (queue-push! q datum)
- (let* ((old-first-pair (queue:first-pair q))
- (new-first-pair (cons datum old-first-pair)))
- (queue:set-first-pair! q new-first-pair)
- (if (null? old-first-pair)
- (queue:set-last-pair! q new-first-pair)))
- q)
-
- (define (enqueue! q datum)
- (let ((new-pair (cons datum '())))
- (cond ((null? (queue:first-pair q))
- (queue:set-first-pair! q new-pair))
- (else
- (set-cdr! (queue:last-pair q) new-pair)))
- (queue:set-last-pair! q new-pair))
- q)
-
- (define (dequeue! q)
- (let ((first-pair (queue:first-pair q)))
- (if (null? first-pair)
- (slib:error "queue is empty" q))
- (let ((first-cdr (cdr first-pair)))
- (queue:set-first-pair! q first-cdr)
- (if (null? first-cdr)
- (queue:set-last-pair! q '()))
- (car first-pair))))
-
- (define queue-pop! dequeue!)
-