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; Part of Scheme 48 1.9. See file COPYING for notices and license.
; Authors: Richard Kelsey, Jonathan Rees
; Finite types (i.e. record types with a fixed set of elements).
;
; An enumeration is really a special case of a finite type.
;
; (define-finite-type <id and dispatch-macro>
; <type name>
; (<constructor field name> ...)
; <predicate>
; <vector of elements>
; <name accessor>
; <index accessor>
; (<field name> <field accessor> [<field setter>])
; ...
; ((<element name> <constructor field value> ...)
; ...))
;
; This is equivalent to
;
; (define-record-type <id and dispatch-macro>
; <type name>
; (maker name index <constructor field name> ...)
; <predicate>
; (name <name accessor>)
; (index <index accessor>)
; (<field name> <field accessor> [<field setter>])
; ...)
;
; (define <vector of elements>
; (vector (maker <element name> 0 <constructor field value>)
; (maker <element name> 1 <constructor field value>)
; ...))
;
; (define-dispatch-macro <id and dispatch-macro>
; (<element name> ...)
; <vector-of-elements>)
;
; where DEFINE-DISPATCH-MACRO defines an ENUM-like dispatcher.
;
;(define-finite-type foo :foo ; id and type
; foo? ; predicate
; foo-elements ; vector containing all elements
; foo-name ; name accessor
; foo-index ; index accessor
; (color foo-color set-foo-color!) ; any additional fields
; ((name color) ; element pattern
; (a 'red) ; the elements themselves
; (b 'green)
; (c 'puce)
; (d 'taupe)))
;
; (foo a) -> #{foo a}
(define-syntax define-finite-type
(lambda (form rename compare)
(let ((destruct (lambda (proc)
(apply proc (cdr form))))
(%define-record-type (rename 'define-record-type))
(%define-record-discloser (rename 'define-record-discloser))
(%define (rename 'define))
(%begin (rename 'begin))
(%lambda (rename 'lambda))
(%vector (rename 'vector))
(%list (rename 'list))
(%define-dispatch (rename 'define-dispatch))
(%make-immutable! (rename 'make-immutable!))
(%maker (rename 'maker))
(%name (rename 'name))
(%index (rename 'index))
(%blah (rename 'blah)))
(destruct (lambda (foo :foo pattern foo? foo-elements foo-name foo-index
. more)
(let* ((fields (do ((more more (cdr more))
(fields '() (cons (car more) fields)))
((or (null? more)
(pair? (caar more)))
(reverse fields))))
(elts (car (reverse more)))
(names (map car elts)))
`(,%begin
(,%define-record-type ,foo ,:foo
(,%maker ,%name ,%index . ,pattern)
,foo?
(,%name ,foo-name)
(,%index ,foo-index)
. ,fields)
(,%define-record-discloser ,:foo
(,%lambda (,%blah)
(,%list ',foo (,foo-name ,%blah))))
(,%define ,foo-elements
(,%make-immutable!
(,%vector . ,(do ((elts elts (cdr elts))
(i 0 (+ i 1))
(res '() `((,%maker ',(caar elts)
,i
. ,(cdar elts))
. ,res)))
((null? elts)
(reverse res))))))
(,%define-dispatch ,foo ,names ,foo-elements)))))))
(define-record-type define-record-discloser define-dispatch
define begin lambda vector list))
; (define-dispatch <name> (<member name> ...) <vector of members>)
;
; This defines <name> to be a macro (<name> X) that looks X up in
; the list of member names and returns the corresponding element of
; <vector of members>.
;
; (define-dispatch foo (a b c) members)
; (foo b) -expands-into-> (vector-ref members 1)
(define-syntax define-dispatch
(lambda (form0 rename0 compare0)
(let ((name (cadr form0))
(names (caddr form0))
(elts (cadddr form0))
(%vector-ref (rename0 'vector-ref))
(%code-quote (rename0 'code-quote)))
`(define-syntax ,name
(lambda (form1 rename1 compare1)
(let ((elt (cadr form1)))
(let loop ((names ',names) (i 0))
(cond ((null? names)
form1)
((compare1 elt (car names))
(list (,%code-quote ,%vector-ref) (rename1 ',elts) i))
(else
(loop (cdr names) (+ i 1))))))))))
(vector-ref code-quote))
; (define-enumerated-type <id and dispatch-macro>
; <type name>
; <predicate>
; <vector of elements>
; <name accessor>
; <index accessor>
; (<element name> ...))
;
; This is a simplified version that has no additional fields. It avoids
; a lot of unnecessary parens around the element names.
;
; The above expands into:
;
; (define-finite-type <id and dispatch-macro>
; <type name>
; <predicate>
; <vector of elements>
; <name accessor>
; <index accessor>
; ((name)
; (<element name>)
; ...))
(define-syntax define-enumerated-type
(syntax-rules ()
((define-enumerated-type id type-name predicate elements
name-accessor index-accessor
(element ...))
(define-finite-type id type-name () predicate elements
name-accessor index-accessor
((element) ...)))))
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