;;;; ;;;; srfi-100.stk -- SRFI-100 implementation ;;;; ;;;; Copyright (c) 2009 Joo ChurlSoo. ;;;; ;;;; Permission is hereby granted, free of charge, to any person obtaining a copy ;;;; of this software and associated documentation files (the ``Software''), to ;;;; deal in the Software without restriction, including without limitation the ;;;; rights to use, copy, modify, merge, publish, distribute, sublicense, and/or ;;;; sell copies of the Software, and to permit persons to whom the Software is ;;;; furnished to do so, subject to the following conditions: ;;;; ;;;; The above copyright notice and this permission notice shall be included in all ;;;; copies or substantial portions of the Software. ;;;; ;;;; THE SOFTWARE IS PROVIDED ``AS IS'', WITHOUT WARRANTY OF ANY KIND, EXPRESS OR ;;;; IMPLIED, INCLUDING BUT NOT LIMITED TO THE WARRANTIES OF MERCHANTABILITY, ;;;; FITNESS FOR A PARTICULAR PURPOSE AND NONINFRINGEMENT. IN NO EVENT SHALL THE ;;;; AUTHORS OR COPYRIGHT HOLDERS BE LIABLE FOR ANY CLAIM, DAMAGES OR OTHER ;;;; LIABILITY, WHETHER IN AN ACTION OF CONTRACT, TORT OR OTHERWISE, ARISING FROM, ;;;; OUT OF OR IN CONNECTION WITH THE SOFTWARE OR THE USE OR OTHER DEALINGS IN THE ;;;; SOFTWARE. ;;;; ;;;; ;;;; Adaptation for STklos are tagged **STklos** ;;;; ;;;; Author: Joo ChurlSoo. ;;;; Creation date: ??-???-2009 ??:?? ;;;; Last file update: 2-Aug-2010 19:09 (eg) ;;;; ;; define-lambda-object --- define-macro (define-macro (unquote-get symbol args) (if (null? args) `(error 'define-lambda-object "absent field" ,symbol) (let ((arg (car args))) `(if (eq? ,symbol ',(car arg)) ,(cdr arg) (unquote-get ,symbol ,(cdr args)))))) (define-macro (unquote-get* symbol args) (if (null? args) `(error 'define-lambda-object "not available inspection" ,symbol) (let ((arg (car args))) `(if (eq? ,symbol ',arg) ,arg (unquote-get* ,symbol ,(cdr args)))))) (define-macro (unquote-set! symbol new-val args iargs) (define (lp args) (if (null? args) `(if (memq ,symbol ',iargs) (error 'define-lambda-object "read-only field" ,symbol) (error 'define-lambda-object "absent field" ,symbol)) (let ((arg (car args))) `(if (eq? ,symbol ',arg) (set! ,arg ,new-val) ,(lp (cdr args)))))) (lp args)) (define-macro (seq-lambda r o body) (define (opt-seq z cls body) (if (null? cls) `(if (null? ,z) ,body (error 'define-lambda-object "too many arguments" ,z)) (let ((cl (car cls))) `(let ((,(car cl) (if (null? ,z) ,(cadr cl) (car ,z))) (,z (if (null? ,z) ,z (cdr ,z)))) ,(opt-seq z (cdr cls) body))))) (if (null? o) `(lambda ,r ,body) (let ((z (gensym))) `(lambda (,@r . ,z) ,(opt-seq z o body))))) ;; Choose either procedure type or macro type according to your implementation. ;; 1. procedure field-key (define (field-key z k d) (let ((x (car z)) (y (cdr z))) (if (null? y) (cons d z) (if (eq? k x) y (let lp ((head (list x (car y))) (tail (cdr y))) (if (null? tail) (cons d z) (let ((x (car tail)) (y (cdr tail))) (if (null? y) (cons d z) (if (eq? k x) (cons (car y) (append head (cdr y))) (lp (cons x (cons (car y) head)) (cdr y))))))))))) ;; 2. macro field-key! (define-macro (field-key! z n d) (let ((x (gensym)) (y (gensym)) (head (gensym)) (tail (gensym))) `(let ((,x (car ,z)) (,y (cdr ,z))) (if (null? ,y) ,d (if (eq? ',n ,x) (begin (set! ,z (cdr ,y)) (car ,y)) (let lp ((,head (list ,x (car ,y))) (,tail (cdr ,y))) (if (null? ,tail) ,d (let ((,x (car ,tail)) (,y (cdr ,tail))) (if (null? ,y) ,d (if (eq? ',n ,x) (begin (set! ,z (append ,head (cdr ,y))) (car ,y)) (lp (cons ,x (cons (car ,y) ,head)) (cdr ,y)))))))))))) (define-macro (key-lambda r o body) (define (opt-key z cls body) (if (null? cls) `(if (null? ,z) ,body (error 'define-lambda-object "too many arguments" ,z)) (let ((cl (car cls))) (let ((var (car cl)) (val (cadr cl))) ;; 1. procedure field-key `(let* ((,z (if (null? ,z) (cons ,val ,z) (field-key ,z ',var ,val))) (,var (car ,z)) (,z (cdr ,z))) ;; 2. macro field-key! ;; `(let* ((,var (if (null? ,z) ,val (field-key! ,z ,var ,val)))) ,(opt-key z (cdr cls) body)))))) (if (null? o) `(lambda ,r ,body) (let ((z (gensym))) `(lambda (,@r . ,z) ,(opt-key z o body))))) (define (check-duplicate ls err-str) (cond ((null? ls) #f) ((memq (car ls) (cdr ls)) (error 'define-lambda-object err-str (car ls))) (else (check-duplicate (cdr ls) err-str)))) (define (check-field part-list main-list cmp name err-str) (let lp ((part part-list) (main main-list)) (if (null? part) main (if (null? main) (error 'define-lambda-object err-str name (car part)) (let ((field (car part))) (if (cmp field (car main)) (lp (cdr part) (cdr main)) (let loop ((head (list (car main))) (tail (cdr main))) (if (null? tail) (error 'define-lambda-object err-str name field) (if (cmp field (car tail)) (lp (cdr part) (append head (cdr tail))) (loop (cons (car tail) head) (cdr tail))))))))))) ;; (define (number-alist ls) ;; (let loop ((ls ls) (n 0)) ;; (if (null? ls) ;; '() ;; (cons (cons (car ls) n) (loop (cdr ls) (+ 1 n)))))) (define-macro (define-object name gr gi fm fi r o a c v h) (let ((safe-name (gensym)) (safe-parent (gensym)) (arg (gensym)) (args (gensym)) (makers (gensym)) ;; (alist-a (gensym)) ;; (alist-m (gensym)) ;; (array (gensym)) ;; (safe-eq (gensym)) ;; (safe-arg (gensym)) (group-name (symbol->string name))) (let ((make-object (string->symbol (string-append "make-" group-name))) (make-object-by-name (string->symbol (string-append "make-" group-name "-by-name"))) (pred-object (string->symbol (string-append group-name "?")))) `(begin (define ,safe-parent (begin ;; check duplication (check-duplicate (append (list ',name) ',gi ',gr) "duplicated group") (check-duplicate ',(append fm (map car fi) (map car h)) "duplicated field") ;; check field (for-each (lambda (g y) (check-field (g 'read-write-field) ',fm eq? y "incompatible read-write field") (check-field (g 'read-only-field) ',(map car fi) eq? y "incompatible read-only field") (check-field (g 'required-field) ',r eq? y "incompatible required field") (check-field (g 'optional-field) ',o equal? y "incompatible optional field") (check-field (g 'automatic-field) ',(append c v a) equal? y "incompatible automatic field") (check-field (map car (g 'common-field)) ',(map car c) eq? y "incompatible common field") (check-field (map car (g 'virtual-field)) ',(map car v) eq? y "incompatible virtual field") (check-field (map car (g 'hidden-field)) ',(map car h) eq? y "incompatible hidden field")) (list ,@gi) ',gi) (for-each (lambda (g y) (check-field (append (g 'read-write-field) (g 'read-only-field) (map car (g 'hidden-field))) ',(append fm (map car fi) (map car h)) eq? y "incompatible whole field")) (list ,@gr) ',gr) (list ,@gi ,@gr))) ;; Alist, vector/enum, vector/alist or hashtable can be used instead of ;; unquote-get & unquote-set! according to your implementation. ;; cf. (eval-variant expression implementation-specific-namespace) ;; An example of vector/alist: ;; (define ,alist-a (number-alist ',(append fm (map car fi)))) ;; (define ,alist-m (number-alist ',fm)) ;; (define ,makers ;; (let* ,c ;; (cons (seq-lambda ,r ,o ;; (let* (,@a (,array (vector ,@(map (lambda (f) `(lambda (,safe-arg) (if (eq? ,safe-arg ',safe-eq) ,f (set! ,f ,safe-arg)))) fm) ,@(map (lambda (f) `(lambda (,safe-arg) ,f)) (map cdr fi))))) ;; (define *%lambda-object%* ;; (lambda (,arg . ,args) ;; (if (null? ,args) ;; (let ((pair (assq ,arg ,alist-a))) ;; (if pair ;; ((vector-ref ,array (cdr pair)) ',safe-eq) ;; (error 'define-lambda-object "absent field" ,arg))) ;; (if (null? (cdr ,args)) ;; (let ((pair (assq ,arg ,alist-m))) ;; (if pair ;; ((vector-ref ,array (cdr pair)) (car ,args)) ;; (if (assq ,arg ',fi) ;; (error 'define-lambda-object "read-only field" ,arg) ;; (error 'define-lambda-object "absent field" ,arg)))) ;; ,safe-name)))) ;; *%lambda-object%*)) ;; (key-lambda ,r ,o ;; (let* (,@a (,array (vector ,@(map (lambda (f) `(lambda (,safe-arg) (if (eq? ,safe-arg ',safe-eq) ,f (set! ,f ,safe-arg)))) fm) ,@(map (lambda (f) `(lambda (,safe-arg) ,f)) (map cdr fi))))) ;; (define *%lambda-object%* ;; (lambda (,arg . ,args) ;; (if (null? ,args) ;; (let ((pair (assq ,arg ,alist-a))) ;; (if pair ;; ((vector-ref ,array (cdr pair)) ',safe-eq) ;; (error 'define-lambda-object "absent field" ,arg))) ;; (if (null? (cdr ,args)) ;; (let ((pair (assq ,arg ,alist-m))) ;; (if pair ;; ((vector-ref ,array (cdr pair)) (car ,args)) ;; (if (assq ,arg ',fi) ;; (error 'define-lambda-object "read-only field" ,arg) ;; (error 'define-lambda-object "absent field" ,arg)))) ;; ,safe-name)))) ;; *%lambda-object%*))))) (define ,makers (let* ,c (cons (seq-lambda ,r ,o (let* ,a (define *%lambda-object%* (lambda (,arg . ,args) (if (null? ,args) (unquote-get ,arg ,(append (map cons fm fm) fi)) (if (null? (cdr ,args)) (unquote-set! ,arg (car ,args) ,fm ,(map car fi)) ,safe-name)))) ;; **STklos** (%set-procedure-plist! *%lambda-object%* '*%lambda-object%*) *%lambda-object%*)) (key-lambda ,r ,o (let* ,a (define *%lambda-object%* (lambda (,arg . ,args) (if (null? ,args) (unquote-get ,arg ,(append (map cons fm fm) fi)) (if (null? (cdr ,args)) (unquote-set! ,arg (car ,args) ,fm ,(map car fi)) ,safe-name)))) ;; **STklos** (%set-procedure-plist! *%lambda-object%* '*%lambda-object%*) *%lambda-object%*))))) (define ,make-object (car ,makers)) (define ,make-object-by-name (cdr ,makers)) ;; The predicate procedure is implementation dependant. (define (,pred-object object) (and ;(eq? '*%lambda-object%* (object-name object)) ;mzscheme (eq? '*%lambda-object%* (%procedure-plist object)) ;; **STklos** (let ((group (object #f #f #f))) (or (eq? ,safe-name group) (let lp ((group-list (group 'parent))) (if (null? group-list) #f (or (eq? ,safe-name (car group-list)) (lp ((car group-list) 'parent)) (lp (cdr group-list))))))))) (define ,name (let ((parent ,safe-parent) (constructor ,makers) (predicate ,pred-object) (read-write-field ',fm) (read-only-field ',(map car fi)) (required-field ',r) (optional-field ',o) (automatic-field ',(append c v a)) (common-field ',c) (virtual-field ',v) (hidden-field ',h)) (lambda (symbol) (unquote-get* symbol (parent constructor predicate read-write-field read-only-field required-field optional-field automatic-field common-field virtual-field hidden-field))))) (define ,safe-name ,name))))) (define-macro (define-lambda-object group . field) (define (field-sort gr gi field fm fi r o a c v h) (if (null? field) `(define-object ,(car gi) ,gr ,(cdr gi) ,fm ,fi ,r ,o ,a ,c ,v ,h) (let ((vars (car field))) (if (symbol? vars) ;r (if (and (null? o) (null? a) (null? c) (null? v)) (field-sort gr gi (cdr field) fm (append fi (list (cons vars vars))) (append r (list vars)) o a c v h) (error 'define-lambda-object "required-field should precede optional-field and automatic-field" vars)) (let ((var (car vars))) (if (symbol? var) (if (null? (cdr vars)) ;(r) (if (and (null? o) (null? a) (null? c) (null? v)) (field-sort gr gi (cdr field) (append fm vars) fi (append r vars) o a c v h) (error 'define-lambda-object "required-field should precede optional-field and automatic-field" var)) (if (null? (cddr vars)) ;(o val) (if (and (null? a) (null? c) (null? v)) (field-sort gr gi (cdr field) fm (append fi (list (cons var var))) r (append o (list vars)) a c v h) (error 'define-lambda-object "optional-field should precede automatic-field" var)) (error 'define-lambda-object "incorrect syntax" vars))) (if (and (pair? (cdr vars)) (null? (cddr vars))) (let ((b (car var))) (if (symbol? b) (if (null? (cdr var)) ;((o) val) (if (and (null? a) (null? c) (null? v)) (field-sort gr gi (cdr field) (append fm var) fi r (append o (list (cons b (cdr vars)))) a c v h) (error 'define-lambda-object "optional-field should precede automatic-field" b)) (if (null? (cddr var)) (let ((d (cadr var))) (if (symbol? d) (if (eq? 'unquote b) ;(,a val) (field-sort gr gi (cdr field) fm (append fi (list (cons d d))) r o (append a (list (cons d (cdr vars)))) c v h) (if (eq? 'quote b) ;('o val) (if (and (null? a) (null? c) (null? v)) (field-sort gr gi (cdr field) fm fi r (append o (list (cons d (cdr vars)))) a c v (append h (list (cons d (cdr vars))))) (error 'define-lambda-object "optional-field should precede automatic-field" b)) (error 'define-lambda-object "incorrect syntax" vars))) (if (and (eq? 'unquote (car d)) (symbol? (cadr d)) (null? (cddr d))) (if (eq? 'unquote b) ;(,,a val) (field-sort gr gi (cdr field) fm (append fi (list (cons (cadr d) (cadr d)))) r o a (append c (list (cons (cadr d) (cdr vars)))) v h) (if (eq? 'quote b) ;(',a val) (field-sort gr gi (cdr field) fm fi r o (append a (list (cons (cadr d) (cdr vars)))) c v (append h (list (cons (cadr d) (cdr vars))))) (if (eq? 'quasiquote b) ;(`,a val) (field-sort gr gi (cdr field) fm (append fi (list (cons (cadr d) (cadr vars)))) r o a c (append v (list (cons (cadr d) (cdr vars)))) h) (error 'define-lambda-object "incorrect syntax" vars)))) (error 'define-lambda-object "incorrect syntax" vars)))) (error 'define-lambda-object "incorrect syntax" vars))) (if (and (null? (cdr var)) (eq? 'unquote (car b)) (null? (cddr b))) (if (symbol? (cadr b)) ;((,a) val) (field-sort gr gi (cdr field) (append fm (cdr b)) fi r o (append a (list (cons (cadr b) (cdr vars)))) c v h) (let ((e (cadr b))) (if (and (eq? 'unquote (car e)) (symbol? (cadr e)) (null? (cddr e))) ;((,,a) val) (field-sort gr gi (cdr field) (append fm (cdr e)) fi r o a (append c (list (cons (cadr e) (cdr vars)))) v h) (error 'define-lambda-object "incorrect syntax" vars)))) (error 'define-lambda-object "incorrect syntax" vars)))) (error 'define-lambda-object "incorrect syntax" vars)))))))) (define (group-sort gr gi gg field) (if (pair? gg) (let ((g (car gg))) (if (pair? g) (group-sort (append gr g) gi (cdr gg) field) (group-sort gr (append gi (list g)) (cdr gg) field))) (if (symbol? gg) (group-sort gr (cons gg gi) '() field) (field-sort gr gi field '() '() '() '() '() '() '() '())))) (group-sort '() '() group field)) ;;; eof