upscheme/femtolisp/compiler.lsp

436 lines
12 KiB
Plaintext
Raw Normal View History

; -*- scheme -*-
(define (make-enum-table keys)
(let ((e (table)))
(for 0 (1- (length keys))
(lambda (i)
(put! e (aref keys i) i)))))
(define Instructions
(make-enum-table
[:nop :dup :pop :call :jmp :brf :brt :jmp.l :brf.l :brt.l :ret
:eq? :eqv? :equal? :atom? :not :null? :boolean? :symbol?
:number? :bound? :pair? :builtin? :vector? :fixnum?
:cons :list :car :cdr :set-car! :set-cdr!
:eval :eval* :apply
:+ :- :* :/ :< :compare
:vector :aref :aset! :length :for
:loadt :loadf :loadnil :load0 :load1 :loadv :loadv.l
:loadg :loada :loadc :loadg.l
:setg :seta :setc :setg.l
:closure :trycatch :tcall :tapply]))
(define arg-counts
(table :eq? 2 :eqv? 2
:equal? 2 :atom? 1
:not 1 :null? 1
:boolean? 1 :symbol? 1
:number? 1 :bound? 1
:pair? 1 :builtin? 1
:vector? 1 :fixnum? 1
:cons 2 :car 1
:cdr 1 :set-car! 2
:set-cdr! 2 :eval 1
:eval* 1 :apply 2
:< 2 :for 3
:compare 2 :aref 2
:aset! 3 :length 1))
(define 1/Instructions (table.invert Instructions))
(define (make-code-emitter) (vector () (table) 0))
(define (emit e inst . args)
(if (memq inst '(:loadv :loadg :setg))
(let* ((const-to-idx (aref e 1))
(nconst (aref e 2))
(v (car args))
(vind (if (has? const-to-idx v)
(get const-to-idx v)
(begin (put! const-to-idx v nconst)
(set! nconst (+ nconst 1))
(- nconst 1)))))
(aset! e 2 nconst)
(set! args (list vind))
(if (>= vind 256)
(set! inst (case inst
(:loadv :loadv.l)
(:loadg :loadg.l)
(:setg :setg.l))))))
(aset! e 0 (nreconc (cons inst args) (aref e 0)))
e)
(define (make-label e) (gensym))
(define (mark-label e l) (emit e :label l))
(define (count- f l n)
(if (null? l)
n
(count- f (cdr l) (if (f (car l))
(+ n 1)
n))))
(define (count f l) (count- f l 0))
(define (peephole c) c)
; convert symbolic bytecode representation to a byte array.
; labels are fixed-up.
(define (encode-byte-code e)
(let* ((cl (peephole (nreverse e)))
(long? (>= (+ (length cl)
(* 3 (count (lambda (i)
(memq i '(:loadv :loadg :setg
:jmp :brt :brf)))
cl)))
65536))
(v (list->vector cl)))
(let ((n (length v))
(i 0)
(label-to-loc (table))
(fixup-to-label (table))
(bcode (buffer))
(vi #f))
(while (< i n)
(begin
(set! vi (aref v i))
(if (eq? vi :label)
(begin (put! label-to-loc (aref v (+ i 1)) (sizeof bcode))
(set! i (+ i 2)))
(begin
(io.write bcode
(byte
(get Instructions
(if (and long?
(memq vi '(:jmp :brt :brf)))
(case vi
(:jmp :jmp.l)
(:brt :brt.l)
(:brf :brf.l))
vi))))
(set! i (+ i 1))
(if (< i n)
(let ((nxt (aref v i)))
(case vi
((:loadv.l :loadg.l :setg.l)
(io.write bcode (uint32 nxt))
(set! i (+ i 1)))
((:loada :seta :call :tcall :loadv :loadg :setg
:list :+ :- :* :/ :vector)
(io.write bcode (uint8 nxt))
(set! i (+ i 1)))
((:loadc :setc) ; 2 uint8 args
(io.write bcode (uint8 nxt))
(set! i (+ i 1))
(io.write bcode (uint8 (aref v i)))
(set! i (+ i 1)))
((:jmp :brf :brt)
(put! fixup-to-label (sizeof bcode) nxt)
(io.write bcode ((if long? uint32 uint16) 0))
(set! i (+ i 1)))
(else #f))))))))
(table.foreach
(lambda (addr labl)
(begin (io.seek bcode addr)
(io.write bcode ((if long? uint32 uint16)
(get label-to-loc labl)))))
fixup-to-label)
(io.tostring! bcode))))
(define (const-to-idx-vec e)
(let ((const-to-idx (aref e 1))
(nconst (aref e 2)))
(let ((cvec (vector.alloc nconst)))
(table.foreach (lambda (val idx) (aset! cvec idx val))
const-to-idx)
cvec)))
(define (bytecode g)
(cons (encode-byte-code (aref g 0))
(const-to-idx-vec g)))
(define (bytecode:code b) (car b))
(define (bytecode:vals b) (cdr b))
(define (index-of item lst start)
(cond ((null? lst) #f)
((eq item (car lst)) start)
(#t (index-of item (cdr lst) (+ start 1)))))
(define (in-env? s env)
(and (pair? env)
(or (memq s (car env))
(in-env? s (cdr env)))))
(define (lookup-sym s env lev arg?)
(if (null? env)
'(global)
(let* ((curr (car env))
(i (index-of s curr 0)))
(if i
(if arg?
`(arg ,i)
`(closed ,lev ,i))
(lookup-sym s
(cdr env)
(if (null? curr) lev (+ lev 1))
#f)))))
(define (compile-sym g env s Is)
(let ((loc (lookup-sym s env 0 #t)))
(case (car loc)
(arg (emit g (aref Is 0) (cadr loc)))
(closed (emit g (aref Is 1) (cadr loc) (caddr loc)))
(else (emit g (aref Is 2) s)))))
(define (builtin->instruction b)
(let ((sym (intern (string #\: b))))
(and (has? Instructions sym) sym)))
(define (cond->if form)
(cond-clauses->if (cdr form)))
(define (cond-clauses->if lst)
(if (atom? lst)
lst
(let ((clause (car lst)))
(if (eq? (car clause) 'else)
(cons 'begin (cdr clause))
`(if ,(car clause)
,(cons 'begin (cdr clause))
,(cond-clauses->if (cdr lst)))))))
(define (compile-if g env tail? x)
(let ((elsel (make-label g))
(endl (make-label g)))
(compile-in g env #f (cadr x))
(emit g :brf elsel)
(compile-in g env tail? (caddr x))
(if tail?
(emit g :ret)
(emit g :jmp endl))
(mark-label g elsel)
(compile-in g env tail?
(if (pair? (cdddr x))
(cadddr x)
#f))
(mark-label g endl)))
(define (compile-begin g env tail? forms)
(cond ((atom? forms) (compile-in g env tail? #f))
((atom? (cdr forms))
(compile-in g env tail? (car forms)))
(else
(compile-in g env #f (car forms))
(emit g :pop)
(compile-begin g env tail? (cdr forms)))))
(define (compile-prog1 g env x)
(compile-in g env #f (cadr x))
(if (pair? (cddr x))
(begin (compile-begin g env #f (cddr x))
(emit g :pop))))
(define (compile-while g env cond body)
(let ((top (make-label g))
(end (make-label g)))
(mark-label g top)
(compile-in g env #f cond)
(emit g :brf end)
(compile-in g env #f body)
(emit g :pop)
(emit g :jmp top)
(mark-label g end)))
(define (compile-short-circuit g env tail? forms default branch)
(cond ((atom? forms) (compile-in g env tail? default))
((atom? (cdr forms)) (compile-in g env tail? (car forms)))
(else
(let ((end (make-label g)))
(compile-in g env #f (car forms))
(emit g :dup)
(emit g branch end)
(emit g :pop)
(compile-short-circuit g env tail? (cdr forms) default branch)
(mark-label g end)))))
(define (compile-and g env tail? forms)
(compile-short-circuit g env tail? forms #t :brf))
(define (compile-or g env tail? forms)
(compile-short-circuit g env tail? forms #f :brt))
(define MAX_ARGS 127)
(define (list-part- l n i subl acc)
(cond ((atom? l) (if (> i 0)
(cons (nreverse subl) acc)
acc))
((>= i n) (list-part- l n 0 () (cons (nreverse subl) acc)))
(else (list-part- (cdr l) n (+ 1 i) (cons (car l) subl) acc))))
(define (list-partition l n)
(if (<= n 0)
(error "list-partition: invalid count")
(nreverse (list-part- l n 0 () ()))))
(define (length> lst n)
(cond ((< n 0) lst)
((= n 0) (and (pair? lst) lst))
((null? lst) (< n 0))
(else (length> (cdr lst) (- n 1)))))
(define (just-compile-args g lst env)
(for-each (lambda (a)
(compile-in g env #f a))
lst))
(define (compile-arglist g env lst)
(let ((argtail (length> lst MAX_ARGS)))
(if argtail
(begin (just-compile-args g (list-head lst MAX_ARGS) env)
(let ((rest
(cons nconc
(map (lambda (l) (cons list l))
(list-partition argtail MAX_ARGS)))))
(compile-in g env #f rest))
(+ MAX_ARGS 1))
(begin (just-compile-args g lst env)
(length lst)))))
(define (compile-app g env tail? x)
(let ((head (car x)))
(let ((head
(if (and (symbol? head)
(not (in-env? head env))
(bound? head)
(constant? head)
(builtin? (eval head)))
(eval head)
head)))
(let ((b (and (builtin? head)
(builtin->instruction head))))
(if (not b)
(compile-in g env #f head))
(let ((nargs (compile-arglist g env (cdr x))))
(if b
(let ((count (get arg-counts b #f)))
(if (and count
(not (length= (cdr x) count)))
(error (string "compile error: " head " expects " count
(if (= count 1)
" argument."
" arguments."))))
(if (memq b '(:list :+ :- :* :/ :vector))
(emit g b nargs)
(emit g (if (and tail? (eq? b :apply)) :tapply b))))
(emit g (if tail? :tcall :call) nargs)))))))
(define (compile-in g env tail? x)
(cond ((symbol? x) (compile-sym g env x [:loada :loadc :loadg]))
((atom? x)
(cond ((eq? x 0) (emit g :load0))
((eq? x 1) (emit g :load1))
((eq? x #t) (emit g :loadt))
((eq? x #f) (emit g :loadf))
((eq? x ()) (emit g :loadnil))
(else (emit g :loadv x))))
(else
(case (car x)
(quote (emit g :loadv (cadr x)))
(cond (compile-in g env tail? (cond->if x)))
(if (compile-if g env tail? x))
(begin (compile-begin g env tail? (cdr x)))
(prog1 (compile-prog1 g env tail? x))
(lambda (begin (emit g :loadv (compile-f env x))
(emit g :closure)))
(and (compile-and g env tail? (cdr x)))
(or (compile-or g env tail? (cdr x)))
(while (compile-while g env (cadr x) (caddr x)))
(set! (compile-in g env #f (caddr x))
(compile-sym g env (cadr x) [:seta :setc :setg]))
(trycatch (compile-in g env #f `(lambda () ,(cadr x)))
(compile-in g env #f (caddr x))
(emit g :trycatch))
(else (compile-app g env tail? x))))))
(define (compile-f env f)
(let ((g (make-code-emitter)))
(compile-in g (cons (to-proper (cadr f)) env) #t (caddr f))
(emit g :ret)
`(compiled-lambda ,(cadr f) ,(bytecode g))))
(define (compile x)
(bytecode (compile-in (make-code-emitter) () #t x)))
(define (ref-uint32-LE a i)
(+ (ash (aref a (+ i 0)) 0)
(ash (aref a (+ i 1)) 8)
(ash (aref a (+ i 2)) 16)
(ash (aref a (+ i 3)) 24)))
(define (ref-uint16-LE a i)
(+ (ash (aref a (+ i 0)) 0)
(ash (aref a (+ i 1)) 8)))
(define (hex5 n)
(pad-l (number->string n 16) 5 #\0))
(define (disassemble- b lev)
(if (and (pair? b)
(eq? (car b) 'compiled-lambda))
(disassemble- (caddr b) lev)
(let ((code (bytecode:code b))
(vals (bytecode:vals b)))
(define (print-val v)
(if (and (pair? v) (eq? (car v) 'compiled-lambda))
(begin (princ "\n")
(disassemble- v (+ lev 1)))
(print v)))
(let ((i 0)
(N (length code)))
(while (< i N)
(let ((inst (get 1/Instructions (aref code i))))
(if (> i 0) (newline))
(dotimes (xx lev) (princ "\t"))
(princ (hex5 i) ": "
(string.tail (string inst) 1) "\t")
(set! i (+ i 1))
(case inst
((:loadv.l :loadg.l :setg.l)
(print-val (aref vals (ref-uint32-LE code i)))
(set! i (+ i 4)))
((:loadv :loadg :setg)
(print-val (aref vals (aref code i)))
(set! i (+ i 1)))
((:loada :seta :call :tcall :list :+ :- :* :/ :vector)
(princ (number->string (aref code i)))
(set! i (+ i 1)))
((:loadc :setc)
(princ (number->string (aref code i)) " ")
(set! i (+ i 1))
(princ (number->string (aref code i)))
(set! i (+ i 1)))
((:jmp :brf :brt)
(princ "@" (hex5 (ref-uint16-LE code i)))
(set! i (+ i 2)))
((:jmp.l :brf.l :brt.l)
(princ "@" (hex5 (ref-uint32-LE code i)))
(set! i (+ i 4)))
(else #f))))))))
(define (disassemble b) (disassemble- b 0) (newline))
#t