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rsc.scm
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#!/usr/bin/env gsi
;;!#;; satisfy guile
;;; Ribbit Scheme compiler.
;;;----------------------------------------------------------------------------
;; Compatibility layer.
;; Tested with Gambit v4.7.5 and above, Guile 3.0.7, Chicken 5.2.0 and Kawa 3.1
(cond-expand
((and chicken compiling)
(declare
(block)
(fixnum-arithmetic)
(usual-integrations)))
(else))
(cond-expand
(gambit
(define (shell-cmd command)
(shell-command command))
(define (del-file path)
(delete-file path)))
(guile
(define (shell-cmd command)
(system command))
(define (del-file path)
(delete-file path)))
(chicken
(import (chicken process) (chicken file))
(define (shell-cmd command)
(system command))
(define (del-file path)
(delete-file path)))
(kawa
(define (shell-cmd command)
(system command))
(define (del-file path)
(delete-file path)))
(else
(define (shell-cmd command)
#f)
(define (del-file path)
#f)))
(cond-expand
((or gambit
guile
chicken
kawa)
(define (pipe-through program output)
(let ((tmpin "rsc.tmpin")
(tmpout "rsc.tmpout"))
(call-with-output-file
tmpin
(lambda (port) (display output port)))
(shell-cmd (string-append
program
(string-append
" < "
(string-append
tmpin
(string-append " > " tmpout)))))
(let ((out
(call-with-input-file
tmpout
(lambda (port) (read-line port #f)))))
(del-file tmpin)
(del-file tmpout)
out))))
(else
(define (pipe-through program output)
(display "*** Minification is not supported with this Scheme system\n")
(display "*** so the generated code was not minified.\n")
(display "*** You might want to try running ")
(display program)
(display " manually.\n")
output)))
(cond-expand
(ribbit
(define (cmd-line)
(cons "" '())))
(chicken
(import (chicken process-context))
(define (cmd-line)
(cons (program-name) (command-line-arguments))))
(else
(define (cmd-line)
(command-line))))
(cond-expand
(else
;; It seems "exit" is pretty universal but we put it in a
;; cond-expand in case some Scheme implementation does it
;; differently.
(define (exit-program-normally)
(exit 0))
(define (exit-program-abnormally)
(exit 1))))
(cond-expand
(gambit
(define (with-output-to-str thunk)
(with-output-to-string "" thunk)))
(chicken
(import (chicken port))
(define (with-output-to-str thunk)
(with-output-to-string thunk)))
(kawa
(define (with-output-to-str thunk)
(call-with-output-string
(lambda (port)
(parameterize ((current-output-port port))
(thunk))))))
(else
(define (with-output-to-str thunk)
(with-output-to-string thunk))))
(cond-expand
(gambit (begin))
(kawa
(import (rnrs hashtables))
(define (make-table)
(make-hashtable symbol-hash symbol=?))
(define (table-ref table key default)
(hashtable-ref table key default))
(define (table-set! table key value)
(hashtable-set! table key value))
(define (table-length table)
(hashtable-size table))
(define (table->list table)
(let-values (((keys entries) (hashtable-entries table)))
(vector->list (vector-map cons keys entries)))))
(else
(define (make-table)
(cons '() '()))
(define (table-ref table key default)
(let ((x (assoc key (car table))))
(if x
(cdr x)
default)))
(define (table-set! table key value)
(let ((x (assoc key (car table))))
(if x
(set-cdr! x value)
(set-car! table
(cons (cons key value) (car table))))))
(define (table-length table)
(length (car table)))
(define (table->list table)
(car table))))
(cond-expand
((or gambit chicken)
(define (symbol->str symbol)
(symbol->string symbol))
(define (str->uninterned-symbol string)
(string->uninterned-symbol string)))
(kawa
(define (symbol->str symbol)
(symbol->string symbol))
(define (str->uninterned-symbol string)
(symbol string #f)))
(else
(define uninterned-symbols (make-table))
(define (str->uninterned-symbol string)
(let* ((name
(string-append "@@@" ;; use a "unique" prefix
(number->string
(table-length uninterned-symbols))))
(sym
(string->symbol name)))
(table-set! uninterned-symbols sym string) ;; remember "real" name
sym))
(define (symbol->str symbol)
(table-ref uninterned-symbols symbol (symbol->string symbol)))))
(cond-expand
(gambit
(define (rsc-path-extension path)
(path-extension path))
(define (rsc-path-directory path)
(path-directory path)))
(chicken
(import (chicken pathname))
(define (rsc-path-extension path)
(let ((ext (pathname-extension path)))
(if ext (string-append "." ext) "")))
(define (rsc-path-directory path)
(let ((dir (pathname-directory path)))
(if dir dir "")))
(define (path-expand path dir)
(make-pathname dir path)))
(kawa
(define (rsc-path-extension path)
(let ((ext (path-extension path)))
(if ext (string-append "." ext) "")))
(define (rsc-path-directory path)
(path-directory path))
(define (path-expand path::string dir::string)
(if (= (string-length dir) 0)
path
(let ((p (java.nio.file.Path:of dir path)))
(p:toString)))))
(else
(define (rsc-path-extension path)
(let loop ((i (- (string-length path) 1)))
(if (< i 0)
""
(if (= (char->integer (string-ref path i)) 46) ;; #\.
(substring path i (string-length path))
(loop (- i 1))))))
(define (rsc-path-directory path)
(let loop ((i (- (string-length path) 1)))
(if (< i 0)
"./"
(if (= (char->integer (string-ref path i)) 47) ;; #\/
(substring path 0 (+ i 1))
(loop (- i 1))))))
(define (path-expand path dir)
(if (= (string-length dir) 0)
path
(if (= (char->integer (string-ref dir (- (string-length dir) 1))) 47) ;; #\/
(string-append dir path)
(string-append dir (string-append "/" path)))))))
(cond-expand
(gambit (begin))
(else
(define (read-line port sep)
(let loop ((rev-chars '()))
(let ((c (read-char port)))
(if (or (eof-object? c) (eqv? c sep))
(list->string (reverse rev-chars))
(loop (cons c rev-chars))))))
(define (pp obj)
(write obj)
(newline))))
(cond-expand
((and gambit (or enable-bignum disable-bignum))) ;; recent Gambit?
(chicken
(import (chicken sort))
(define (list-sort! compare list)
(sort! list compare))
(define (list-sort compare list)
(sort list compare)))
(else
(define (list-sort! compare list)
;; Stable mergesort algorithm
(define (sort list len)
(if (= len 1)
(begin
(set-cdr! list '())
list)
(let ((len1 (quotient len 2)))
(let loop ((n len1) (tail list))
(if (> n 0)
(loop (- n 1) (cdr tail))
(let ((x (sort tail (- len len1))))
(merge (sort list len1) x)))))))
(define (merge list1 list2)
(if (pair? list1)
(if (pair? list2)
(let ((x1 (car list1))
(x2 (car list2)))
(if (compare x2 x1)
(merge-loop list2 list2 list1 (cdr list2))
(merge-loop list1 list1 (cdr list1) list2)))
list1)
list2))
(define (merge-loop result prev list1 list2)
(if (pair? list1)
(if (pair? list2)
(let ((x1 (car list1))
(x2 (car list2)))
(if (compare x2 x1)
(begin
(set-cdr! prev list2)
(merge-loop result list2 list1 (cdr list2)))
(begin
(set-cdr! prev list1)
(merge-loop result list1 (cdr list1) list2))))
(begin
(set-cdr! prev list1)
result))
(begin
(set-cdr! prev list2)
result)))
(let ((len (length list)))
(if (= 0 len)
'()
(sort list len))))
(define (list-sort compare list)
(list-sort! compare (append list '())))))
(cond-expand
(gambit (begin))
(chicken
(define (script-file)
(program-name))
(define (executable-path)
(executable-pathname)))
(else
(define (script-file)
(car (cmd-line)))
(define (executable-path)
"")))
(cond-expand
((and gambit ;; hack to detect recent Gambit version
(or enable-sharp-dot disable-sharp-dot)))
(chicken
(import (chicken string))
(define (string-concatenate string-list separator)
(string-intersperse string-list separator)))
(kawa
(define (string-concatenate string-list separator)
(string-join string-list separator)))
(else
(define (string-concatenate string-list separator)
(if (pair? string-list)
(let ((rev-string-list (reverse string-list))
(sep (string->list separator)))
(let loop ((lst (cdr rev-string-list))
(result (string->list (car rev-string-list))))
(if (pair? lst)
(loop (cdr lst)
(append (string->list (car lst))
(append sep
result)))
(list->string result))))
""))))
;;;----------------------------------------------------------------------------
(define predefined '(rib false true nil)) ;; predefined symbols
(define primitives '(
(rib 0) ;; predefined by RVM (must be first and 0)
(id 1)
(arg1 2)
(arg2 3)
(close 4)
(rib? 5)
(field0 6)
(field1 7)
(field2 8)
(field0-set! 9)
(field1-set! 10)
(field2-set! 11)
(eqv? 12)
(< 13)
(+ 14)
(- 15)
(* 16)
(quotient 17)
(getchar 18)
(putchar 19)
(exit 20)
))
(define jump/call-op 'jump/call)
(define set-op 'set)
(define get-op 'get)
(define const-op 'const)
(define if-op 'if)
;;;----------------------------------------------------------------------------
(cond-expand
(ribbit
(define procedure2? procedure?))
(else
(define pair-type 0)
(define procedure-type 1)
(define symbol-type 2)
(define string-type 3)
(define vector-type 4)
(define singleton-type 5)
(define (instance? o type) (and (rib? o) (eqv? (field2 o) type)))
(define (rib field0 field1 field2)
(let ((r (make-vector 3)))
(vector-set! r 0 field0)
(vector-set! r 1 field1)
(vector-set! r 2 field2)
r))
(define (rib? o) (vector? o))
(define (field0 o) (vector-ref o 0))
(define (field1 o) (vector-ref o 1))
(define (field2 o) (vector-ref o 2))
(define (field0-set! o x) (vector-set! o 0 x) o)
(define (field1-set! o x) (vector-set! o 1 x) o)
(define (field2-set! o x) (vector-set! o 2 x) o)
(define (procedure2? o) (instance? o procedure-type))
(define (make-procedure code env) (rib code env procedure-type))
(define (procedure-code proc) (field0 proc))
(define (procedure-env proc) (field1 proc))))
(define (oper pc) (field0 pc))
(define (opnd pc) (field1 pc))
(define (next pc) (field2 pc))
;;;----------------------------------------------------------------------------
;; The compiler from Ribbit Scheme to RVM code.
(define (make-ctx cte live exports) (rib cte (cons live '()) exports))
(define (ctx-cte ctx) (field0 ctx))
(define (ctx-live ctx) (car (field1 ctx)))
(define (ctx-exports ctx) (field2 ctx))
(define (ctx-cte-set ctx x)
(rib x (field1 ctx) (field2 ctx)))
(define (ctx-live-set! ctx x)
(set-car! (field1 ctx) x))
(define (comp ctx expr cont)
(cond ((symbol? expr)
(let ((v (lookup expr (ctx-cte ctx) 0)))
(let ((g (live? expr (ctx-live ctx))))
(if (and g (constant? g)) ;; constant propagated?
(rib const-op (cadr (cadr g)) cont)
(rib get-op v cont)))))
((pair? expr)
(let ((first (car expr)))
(cond ((eqv? first 'quote)
(rib const-op (cadr expr) cont))
((eqv? first 'set!)
(let ((var (cadr expr)))
(let ((val (caddr expr)))
(let ((v (lookup var (ctx-cte ctx) 1)))
(if (eqv? v var) ;; global?
(let ((g (live? var (ctx-live ctx))))
(if g
(if (constant? g)
(begin
;; (pp `(*** constant propagation of ,var = ,(cadr g))
;; (current-error-port))
(gen-noop cont))
(comp ctx val (gen-assign v cont)))
(begin
;; (pp `(*** removed dead assignment to ,var)
;; (current-error-port))
(gen-noop cont))))
(comp ctx val (gen-assign v cont)))))))
((eqv? first 'if)
(let ((cont-false (comp ctx (cadddr expr) cont)))
(let ((cont-true (comp ctx (caddr expr) cont)))
(let ((cont-test (rib if-op cont-true cont-false)))
(comp ctx (cadr expr) cont-test)))))
((eqv? first 'lambda)
(let ((params (cadr expr)))
(rib const-op
(make-procedure
(rib (length params)
0
(comp-begin (ctx-cte-set
ctx
(extend params
(cons #f
(cons #f
(ctx-cte ctx)))))
(cddr expr)
tail))
'())
(if (null? (ctx-cte ctx))
cont
(gen-call (use-symbol ctx 'close) cont)))))
((eqv? first 'begin)
(comp-begin ctx (cdr expr) cont))
((eqv? first 'let)
(let ((bindings (cadr expr)))
(let ((body (cddr expr)))
(comp-bind ctx
(map car bindings)
(map cadr bindings)
body
cont))))
(else
(let ((args (cdr expr)))
(if (symbol? first)
(comp-call ctx
args
(lambda (ctx)
(let ((v (lookup first (ctx-cte ctx) 0)))
(gen-call v cont))))
(comp-bind ctx
'(_)
(cons first '())
(cons (cons '_ args) '())
cont)))))))
(else
;; self-evaluating
(rib const-op expr cont))))
(define (gen-call v cont)
(if (eqv? cont tail)
(rib jump/call-op v 0) ;; jump
(rib jump/call-op v cont))) ;; call
(define (gen-assign v cont)
(rib set-op v (gen-noop cont)))
(define (gen-noop cont)
(if (and (rib? cont) ;; starts with pop?
(eqv? (field0 cont) jump/call-op) ;; call?
(eqv? (field1 cont) 'arg1)
(rib? (field2 cont)))
(field2 cont) ;; remove pop
(rib const-op 0 cont))) ;; add dummy value for set!
(define (comp-bind ctx vars exprs body cont)
(comp-bind* ctx vars exprs ctx body cont))
(define (comp-bind* ctx vars exprs body-ctx body cont)
(if (pair? vars)
(let ((var (car vars))
(expr (car exprs)))
(comp ctx
expr
(comp-bind* (ctx-cte-set ctx (cons #f (ctx-cte ctx)))
(cdr vars)
(cdr exprs)
(ctx-cte-set body-ctx (cons var (ctx-cte body-ctx)))
body
(gen-unbind ctx cont))))
(comp-begin body-ctx
body
cont)))
(define (gen-unbind ctx cont)
(if (eqv? cont tail)
cont
(rib jump/call-op ;; call
(use-symbol ctx 'arg2)
cont)))
(define (use-symbol ctx sym)
(ctx-live-set! ctx (add-live sym (ctx-live ctx)))
sym)
(define (comp-begin ctx exprs cont)
(comp ctx
(car exprs)
(if (pair? (cdr exprs))
(rib jump/call-op ;; call
(use-symbol ctx 'arg1)
(comp-begin ctx (cdr exprs) cont))
cont)))
(define (comp-call ctx exprs k)
(if (pair? exprs)
(comp ctx
(car exprs)
(comp-call (ctx-cte-set ctx (cons #f (ctx-cte ctx)))
(cdr exprs)
k))
(k ctx)))
(define (lookup var cte i)
(if (pair? cte)
(if (eqv? (car cte) var)
i
(lookup var (cdr cte) (+ i 1)))
var))
(define (extend vars cte)
(if (pair? vars)
(cons (car vars) (extend (cdr vars) cte))
cte))
(define tail (rib jump/call-op 'id 0)) ;; jump
;;;----------------------------------------------------------------------------
(define (extract-exports program)
;; By default all symbols are exported when the program contains
;; no (export ...) form.
(let loop ((lst program) (rev-exprs '()) (exports #f))
(if (pair? lst)
(let ((first (car lst)))
(if (and (pair? first) (eqv? (car first) 'export))
(loop (cdr lst)
rev-exprs
(append (cdr first) (or exports '())))
(loop (cdr lst)
(cons first rev-exprs)
exports)))
(cons (reverse rev-exprs) exports))))
(define (exports->alist exports)
(if (pair? exports)
(map (lambda (x)
(if (symbol? x)
(cons x x)
(cons (car x) (cadr x))))
exports)
exports))
(define (comp-exprs-with-exports exprs exports)
(let* ((expansion (expand-begin exprs))
(live (liveness-analysis expansion exports)))
(cons
(make-procedure
(rib 0 ;; 0 parameters
0
(comp (make-ctx '() live (or exports '()))
expansion
tail))
'())
(or exports
(map (lambda (v)
(let ((var (car v)))
(cons var var)))
live)))))
(define (compile-program verbosity program)
(let* ((exprs-and-exports
(extract-exports program))
(exprs
(car exprs-and-exports))
(exports
(cdr exprs-and-exports))
(proc-and-exports
(comp-exprs-with-exports
(if (pair? exprs) exprs (cons #f '()))
(exports->alist exports))))
(if (>= verbosity 2)
(begin
(display "*** RVM code:\n")
(pp (car proc-and-exports))))
(if (>= verbosity 3)
(begin
(display "*** exports:\n")
(pp (cdr proc-and-exports))))
proc-and-exports))
;;;----------------------------------------------------------------------------
;; Expansion of derived forms, like "define", "cond", "and", "or".
(define (expand-expr expr)
(cond ((symbol? expr)
expr)
((pair? expr)
(let ((first (car expr)))
(cond ((eqv? first 'quote)
(expand-constant (cadr expr)))
((eqv? first 'set!)
(let ((var (cadr expr)))
(cons 'set!
(cons var
(cons (expand-expr (caddr expr))
'())))))
((eqv? first 'if)
(cons 'if
(cons (expand-expr (cadr expr))
(cons (expand-expr (caddr expr))
(cons (if (pair? (cdddr expr))
(expand-expr (cadddr expr))
#f)
'())))))
((eqv? first 'lambda)
(let ((params (cadr expr)))
(cons 'lambda
(cons params
(cons (expand-body (cddr expr))
'())))))
((eqv? first 'let)
(let ((x (cadr expr)))
(if (symbol? x) ;; named let?
(expand-expr
(let ((bindings (caddr expr)))
(cons
(cons
'letrec
(cons (cons
(cons x
(cons (cons 'lambda
(cons (map car bindings)
(cdddr expr)))
'()))
'())
(cons x
'())))
(map cadr bindings))))
(let ((bindings x))
(if (pair? bindings)
(cons 'let
(cons (map (lambda (binding)
(cons (car binding)
(cons (expand-expr
(cadr binding))
'())))
bindings)
(cons (expand-body (cddr expr))
'())))
(expand-body (cddr expr)))))))
((eqv? first 'let*)
(let ((bindings (cadr expr)))
(expand-expr
(cons 'let
(if (and (pair? bindings) (pair? (cdr bindings)))
(cons (cons (car bindings) '())
(cons (cons 'let*
(cons (cdr bindings)
(cddr expr)))
'()))
(cdr expr))))))
((eqv? first 'letrec)
(let ((bindings (cadr expr)))
(expand-expr
(cons 'let
(cons (map (lambda (binding)
(cons (car binding) (cons #f '())))
bindings)
(append (map (lambda (binding)
(cons 'set!
(cons (car binding)
(cons (cadr binding)
'()))))
bindings)
(cddr expr)))))))
((eqv? first 'begin)
(expand-begin (cdr expr)))
((eqv? first 'define)
(let ((pattern (cadr expr)))
(if (pair? pattern)
(cons 'set!
(cons (car pattern)
(cons (expand-expr
(cons 'lambda
(cons (cdr pattern)
(cddr expr))))
'())))
(cons 'set!
(cons pattern
(cons (expand-expr (caddr expr))
'()))))))
((eqv? first 'and)
(expand-expr
(if (pair? (cdr expr))
(if (pair? (cddr expr))
(cons 'if
(cons (cadr expr)
(cons (cons 'and
(cddr expr))
(cons #f
'()))))
(cadr expr))
#t)))
((eqv? first 'or)
(expand-expr
(if (pair? (cdr expr))
(if (pair? (cddr expr))
(cons
'let
(cons
(cons (cons '_
(cons (cadr expr)
'()))
'())
(cons
(cons 'if
(cons '_
(cons '_
(cons (cons 'or
(cddr expr))
'()))))
'())))
(cadr expr))
#f)))
((eqv? first 'cond)
(expand-expr
(if (pair? (cdr expr))
(if (eqv? 'else (car (cadr expr)))
(cons 'begin (cdr (cadr expr)))
(cons 'if
(cons (car (cadr expr))
(cons (cons 'begin
(cdr (cadr expr)))
(cons (cons 'cond
(cddr expr))
'())))))
#f)))
(else
(expand-list expr)))))
(else
(expand-constant expr))))
(define (expand-constant x)
(cons 'quote (cons x '())))
(define (expand-body exprs)
(let loop ((exprs exprs) (defs '()))
(if (pair? exprs)
(let ((expr (car exprs)))
(if (and (pair? expr) (eqv? 'define (car expr)) (pair? (cdr expr)))
(let ((pattern (cadr expr)))
(if (pair? pattern)
(loop (cdr exprs)
(cons (cons (car pattern)
(cons (cons 'lambda
(cons (cdr pattern)
(cddr expr)))
'()))
defs))
(loop (cdr exprs)
(cons (cons pattern
(cddr expr))
defs))))
(expand-body-done defs exprs)))
(expand-body-done defs '(0)))))
(define (expand-body-done defs exprs)
(if (pair? defs)
(expand-expr
(cons 'letrec
(cons (reverse defs)
exprs)))
(expand-begin exprs)))
(define (expand-begin exprs)
(let ((x (expand-begin* exprs '())))
(if (pair? x)
(if (pair? (cdr x))
(cons 'begin x)
(car x))
(expand-constant 0)))) ;; unspecified value
(define (expand-begin* exprs rest)
(if (pair? exprs)
(let ((expr (car exprs)))
(let ((r (expand-begin* (cdr exprs) rest)))
(cond ((and (pair? expr) (eqv? (car expr) 'begin))
(expand-begin* (cdr expr) r))
((and (pair? expr) (eqv? (car expr) 'cond-expand))
(expand-cond-expand-clauses (cdr expr) r))
(else
(cons (expand-expr expr) r)))))
rest))
(define (cond-expand-eval expr)
(cond ((and (pair? expr) (eqv? (car expr) 'not))
(not (cond-expand-eval (cadr expr))))