#| data.jl -- data type functions $Id: data.jl,v 1.17 2001/08/08 06:00:23 jsh Exp $ Copyright (C) 2000 John Harper This file is part of librep. librep is free software; you can redistribute it and/or modify it under the terms of the GNU General Public License as published by the Free Software Foundation; either version 2, or (at your option) any later version. librep is distributed in the hope that it will be useful, but WITHOUT ANY WARRANTY; without even the implied warranty of MERCHANTABILITY or FITNESS FOR A PARTICULAR PURPOSE. See the GNU General Public License for more details. You should have received a copy of the GNU General Public License along with Jade; see the file COPYING. If not, write to the Free Software Foundation, 675 Mass Ave, Cambridge, MA 02139, USA. |# (define-structure scheme.data (export not eqv? eq? equal? boolean? pair? cons car cdr set-car! set-cdr! caar cadr cdar cddr caaar caadr cadar caddr cdaar cdadr cddar cdddr caaaar caaadr caadar caaddr cadaar cadadr caddar cadddr cdaaar cdaadr cdadar cdaddr cddaar cddadr cdddar cddddr null? list? list length append reverse list-tail list-ref memq memv member assq assv assoc symbol? symbol->string string->symbol number? complex? real? rational? integer? exact? inexact? = < > <= >= zero? positive? negative? odd? even? max min + * - / abs quotient remainder modulo gcd lcm numerator denominator floor ceiling truncate round rationalize exp log sin cos tan asin acos atan sqrt expt exact->inexact inexact->exact string->number number->string char? char=? char? char<=? char>=? char-ci=? char-ci? char-ci<=? char-ci>=? char-alphabetic? char-numeric? char-whitespace? char-upper-case? char-lower-case? char->integer integer->char char-upcase char-downcase string? make-string string string-length string-ref string-set! string=? string-ci=? string? string<=? string>=? string-ci? string-ci<=? string-ci>=? substring string-append string->list list->string string-copy string-fill! vector? make-vector vector vector-length vector-ref vector-set! vector->list list->vector vector-fill!) ((open rep scheme.utils) (access rep)) ;;; equivalence (define (not obj) (if (\#test obj) #f #t)) (define eqv? (make-predicate eql)) (define eq? (make-predicate eq)) (define equal? (make-predicate equal)) (define boolean? (make-predicate (lambda (obj) (rep#memq obj '(#f #t))))) ;;; pairs (cons cells) (define pair? (make-predicate consp)) (define set-car! rplaca) (define set-cdr! rplacd) ;;; lists (define null? (make-predicate null)) (define (list? x) (let loop ((slow x) (fast (cdr x))) (cond ((null slow) #t) ((rep#not (consp slow)) #f) ((eq slow fast) #f) (t (loop (cdr slow) (cddr fast)))))) (define (list-tail lst i) (nthcdr i lst)) (define (list-ref lst i) (nth i lst)) (define memq (make-nil-predicate rep#memq)) (define memv (make-nil-predicate rep#memql)) (define member (make-nil-predicate rep#member)) (define assq (make-nil-predicate rep#assq)) (define (assv obj alist) (let loop ((rest alist)) (cond ((null rest) #f) ((eql (caar rest) obj) (car rest)) (t (loop (cdr rest)))))) (define assoc (make-nil-predicate rep#assoc)) ;;; symbols (define (symbol? arg) (cond ((rep#memq arg '(#f #t)) #f) ((symbolp arg) #t) (t #f))) (define symbol->string symbol-name) (define (string->symbol name) (if (string= name "nil") 'nil (or (find-symbol name) ;; The copying is needed to pass test.scm.. (intern (copy-sequence name))))) ;;; numbers (define number? (make-predicate numberp)) (define (complex? obj) (declare (unused obj)) #t) (define real? (make-predicate realp)) (define rational? (make-predicate rationalp)) (define integer? (make-predicate integerp)) (define exact? (make-predicate exactp)) (define inexact? (make-predicate inexactp)) (define = (make-predicate rep#=)) (define < (make-predicate rep#<)) (define > (make-predicate rep#>)) (define <= (make-predicate rep#<=)) (define >= (make-predicate rep#>=)) (define zero? (make-predicate zerop)) (define positive? (make-predicate positivep)) (define negative? (make-predicate negativep)) (define odd? (make-predicate oddp)) (define even? (make-predicate evenp)) (define (rationalize x y) (declare (unused x y)) (error "rationalize is unimplemented")) (define string->number (make-nil-predicate rep#string->number)) ;;; characters (define char? (make-predicate fixnump)) (define char=? =) (define char? >) (define char<=? <=) (define char>=? >=) ;; XXX slow... (define (char-ci=? . args) (apply char=? (mapcar char-upcase args))) (define (char-ci? . args) (apply char>? (mapcar char-upcase args))) (define (char-ci<=? . args) (apply char<=? (mapcar char-upcase args))) (define (char-ci>=? . args) (apply char>=? (mapcar char-upcase args))) (define char-alphabetic? (make-predicate alpha-char-p)) (define char-numeric? (make-predicate digit-char-p)) (define char-whitespace? (make-predicate space-char-p)) (define char-upper-case? (make-predicate upper-case-p)) (define char-lower-case? (make-predicate lower-case-p)) (define char->integer identity) (define integer->char identity) ;;; strings (define string? (make-predicate stringp)) (define string concat) (define string-length length) (define string-ref aref) (define string-set! aset) (define string=? =) (define string? >) (define string<=? <=) (define string>=? >=) (define string-ci=? (make-predicate string-equal)) (define string-ci? (make-predicate (lambda args (rep#not (or (apply string-equal args) (apply string-lessp args)))))) (define string-ci<=? (make-predicate (lambda args (or (apply string-lessp args) (apply string-equal args))))) (define string-ci>=? (make-predicate (lambda args (rep#not (apply string-lessp args))))) (define string-append concat) (define (string->list string) (let loop ((i (1- (length string))) (out nil)) (if (rep#>= i 0) (loop (1- i) (cons (aref string i) out)) out))) (define list->string concat) (define string-copy copy-sequence) (define (string-fill! string char) (let loop ((i (1- (length string)))) (cond ((rep#>= i 0) (aset string i char) (loop (1- i)))))) ;;; vectors (define vector? (make-predicate vectorp)) (define vector-length length) (define vector-ref aref) (define vector-set! aset) (define (vector->list vect) (let loop ((i (1- (length vect))) (out nil)) (if (rep#>= i 0) (loop (1- i) (cons (aref vect i) out)) out))) (define (list->vector lst) (apply vector lst)) (define (vector-fill! vect char) (let loop ((i (1- (length vect)))) (cond ((rep#>= i 0) (aset vect i char) (loop (1- i)))))))