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finish support for optional & keyword args; update ecmascript compiler

* libguile/_scm.h (SCM_OBJCODE_MINOR_VERSION): Bump.
* libguile/vm-i-system.c (br-if-nargs-ne, br-if-args-lt)
  (br-if-nargs-gt): New instructions, for use by different lambda cases.
  (bind-optionals, bind-optionals/shuffle, bind-kwargs): New
  instructions, for binding optional and keyword arguments. Renumber
  other ops.

* module/language/ecmascript/compile-tree-il.scm (comp, comp-body):
  Update for new tree-il. Use the new optional argument mechanism
  instead of emulating it with rest arguments.

* module/language/glil/compile-assembly.scm (glil->assembly): Tweaks for
  optional and keyword argument compilation.

* module/language/tree-il.scm (parse-tree-il, unparse-tree-il): Make the
  else case optional, in the s-expression serialization of tree-il.

* module/language/tree-il/compile-glil.scm (flatten): Handle all of the
  lambda-case capabilities.
This commit is contained in:
Andy Wingo 2009-10-17 17:23:09 +02:00
parent 8753fd537c
commit 7e01997e88
7 changed files with 318 additions and 133 deletions

View file

@ -326,14 +326,20 @@
((begin . ,forms)
`(begin ,@(map (lambda (x) (comp x e)) forms)))
((lambda ,formals ,body)
(let ((%args (gensym "%args ")))
(-> (lambda '%args %args '()
(comp-body (econs '%args %args e) body formals '%args)))))
(let ((syms (map (lambda (x)
(gensym (string-append (symbol->string x) " ")))
formals)))
(-> (lambda '()
(-> (lambda-case
`((() ,formals #f #f ,syms #f)
,(comp-body e body formals syms))))))))
((call/this ,obj ,prop . ,args)
(@impl call/this*
obj
(-> (lambda '() '() '()
`(apply ,(@impl pget obj prop) ,@args)))))
(-> (lambda '()
(-> (lambda-case
`((() #f #f #f () #f)
(apply ,(@impl pget obj prop) ,@args))))))))
((call (pref ,obj ,prop) ,args)
(comp `(call/this ,(comp obj e)
,(-> (const prop))
@ -433,40 +439,46 @@
(%continue (gensym "%continue ")))
(let ((e (econs '%loop %loop (econs '%continue %continue e))))
(-> (letrec '(%loop %continue) (list %loop %continue)
(list (-> (lambda '() '() '()
(-> (begin
(comp statement e)
(-> (apply (-> (lexical '%continue %continue)))
)))))
(-> (lambda '() '() '()
(-> (if (@impl ->boolean (comp test e))
(-> (apply (-> (lexical '%loop %loop))))
(@implv *undefined*))))))
(list (-> (lambda '()
(-> (lambda-case
`((() #f #f #f () #f)
,(-> (begin
(comp statement e)
(-> (apply (-> (lexical '%continue %continue)))))))))))
(-> (lambda '()
(-> (lambda-case
`((() #f #f #f () #f)
,(-> (if (@impl ->boolean (comp test e))
(-> (apply (-> (lexical '%loop %loop))))
(@implv *undefined*)))))))))
(-> (apply (-> (lexical '%loop %loop)))))))))
((while ,test ,statement)
(let ((%continue (gensym "%continue ")))
(let ((e (econs '%continue %continue e)))
(-> (letrec '(%continue) (list %continue)
(list (-> (lambda '() '() '()
(-> (if (@impl ->boolean (comp test e))
(-> (begin (comp statement e)
(-> (apply (-> (lexical '%continue %continue))))))
(@implv *undefined*))))))
(list (-> (lambda '()
(-> (lambda-case
`((() #f #f #f () #f)
,(-> (if (@impl ->boolean (comp test e))
(-> (begin (comp statement e)
(-> (apply (-> (lexical '%continue %continue))))))
(@implv *undefined*)))))))))
(-> (apply (-> (lexical '%continue %continue)))))))))
((for ,init ,test ,inc ,statement)
(let ((%continue (gensym "%continue ")))
(let ((e (econs '%continue %continue e)))
(-> (letrec '(%continue) (list %continue)
(list (-> (lambda '() '() '()
(-> (if (if test
(@impl ->boolean (comp test e))
(comp 'true e))
(-> (begin (comp statement e)
(comp (or inc '(begin)) e)
(-> (apply (-> (lexical '%continue %continue))))))
(@implv *undefined*))))))
(list (-> (lambda '()
(-> (lambda-case
`((() #f #f #f () #f)
,(-> (if (if test
(@impl ->boolean (comp test e))
(comp 'true e))
(-> (begin (comp statement e)
(comp (or inc '(begin)) e)
(-> (apply (-> (lexical '%continue %continue))))))
(@implv *undefined*)))))))))
(-> (begin (comp (or init '(begin)) e)
(-> (apply (-> (lexical '%continue %continue)))))))))))
@ -476,18 +488,20 @@
(let ((e (econs '%enum %enum (econs '%continue %continue e))))
(-> (letrec '(%enum %continue) (list %enum %continue)
(list (@impl make-enumerator (comp object e))
(-> (lambda '() '() '()
(-> (if (@impl ->boolean
(@impl pget
(-> (lexical '%enum %enum))
(-> (const 'length))))
(-> (begin
(comp `(= ,var (call/this ,(-> (lexical '%enum %enum))
,(-> (const 'pop))))
e)
(comp statement e)
(-> (apply (-> (lexical '%continue %continue))))))
(@implv *undefined*))))))
(-> (lambda '()
(-> (lambda-case
`((() #f #f #f () #f)
(-> (if (@impl ->boolean
(@impl pget
(-> (lexical '%enum %enum))
(-> (const 'length))))
(-> (begin
(comp `(= ,var (call/this ,(-> (lexical '%enum %enum))
,(-> (const 'pop))))
e)
(comp statement e)
(-> (apply (-> (lexical '%continue %continue))))))
(@implv *undefined*)))))))))
(-> (apply (-> (lexical '%continue %continue)))))))))
((block ,x)
@ -495,18 +509,22 @@
(else
(error "compilation not yet implemented:" x)))))
(define (comp-body e body formals %args)
(define (comp-body e body formals formal-syms)
(define (process)
(let lp ((in body) (out '()) (rvars (reverse formals)))
(let lp ((in body) (out '()) (rvars '()))
(pmatch in
(((var (,x) . ,morevars) . ,rest)
(lp `((var . ,morevars) . ,rest)
out
(if (memq x rvars) rvars (cons x rvars))))
(if (or (memq x rvars) (memq x formals))
rvars
(cons x rvars))))
(((var (,x ,y) . ,morevars) . ,rest)
(lp `((var . ,morevars) . ,rest)
`((= (ref ,x) ,y) . ,out)
(if (memq x rvars) rvars (cons x rvars))))
(if (or (memq x rvars) (memq x formals))
rvars
(cons x rvars))))
(((var) . ,rest)
(lp rest out rvars))
((,x . ,rest) (guard (and (pair? x) (eq? (car x) 'lambda)))
@ -532,18 +550,6 @@
(syms (map (lambda (x)
(gensym (string-append (symbol->string x) " ")))
names))
(e (fold acons e names syms)))
(let ((%argv (lookup %args e)))
(let lp ((names names) (syms syms))
(if (null? names)
;; fixme: here check for too many args
(comp out e)
(-> (let (list (car names)) (list (car syms))
(list (-> (if (-> (apply (-> (primitive 'null?)) %argv))
(-> (@implv *undefined*))
(-> (let1 (-> (apply (-> (primitive 'car)) %argv))
(lambda (v)
(-> (set! %argv
(-> (apply (-> (primitive 'cdr)) %argv))))
(-> (lexical v v))))))))
(lp (cdr names) (cdr syms))))))))))
(e (fold econs (fold econs e formals formal-syms) names syms)))
(-> (let names syms (map (lambda (x) (->@implv *undefined*)) names)
(comp out e))))))