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ac.scm
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ac.scm
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; Arc Compiler.
#lang racket/load
(require json)
(require syntax/stx)
(require racket/port)
(require racket/pretty)
(require racket/runtime-path)
(require racket/system)
(require racket/tcp)
(require racket/unsafe/ops)
(require racket/path)
(require racket/trace)
(require racket/async-channel)
(require racket/struct)
(require syntax/srcloc)
(require racket/undefined)
(require ffi/unsafe)
(require ffi/unsafe/define)
(require ffi/vector)
(require ffi/cvector)
(require ffi/unsafe/cvector)
; configure reader
; (read-square-bracket-with-tag #t)
; (read-curly-brace-with-tag #t)
(print-hash-table #t)
(print-syntax-width 10000)
; sread = scheme read. eventually replace by writing read
(struct ar-tagged (type rep) #:prefab)
(define (sread p (eof eof))
(parameterize ((read-accept-lang #t)
(read-accept-reader #t))
(port-count-lines! p)
(let ((expr (read-syntax (object-name p) p)))
(if (eof-object? expr) eof expr))))
(define (sdata p (eof eof))
(parameterize ((read-accept-lang #f)
(read-accept-reader #f)
(current-readtable #f))
(let ((expr (ac-quoted (read p))))
(if (eof-object? expr) eof expr))))
(define (syn x (src #f))
(if (syntax? x)
x
(datum->syntax #f x (if (syntax? src) src #f))))
(define (datum x)
(let ((s (syn x)))
(syntax->datum s)))
(define env* (make-parameter (list) #f 'env*))
; compile an Arc expression into a Scheme expression,
; both represented as s-expressions.
; env is a list of lexically bound variables, which we
; need in order to decide whether set should create a global.
(define (stx-map proc stxl)
(map proc (stx->list stxl)))
(define (scm% e s env)
s)
(define (ac% e (s (syntax->datum e)) (env (env*)))
(cond ((literal? s) (ac-literal s))
((ssyntax? s) (ac (expand-ssyntax s) env))
((symbol? s) (ac-var-ref s env))
((eq? (xcar s) '%do) (ac-do (cdr s) env))
((eq? (xcar s) 'lexenv) (ac-lenv (cdr s) env))
((eq? (xcar s) 'syntax) (cadr (syntax-e e)))
((eq? (xcar (xcar s)) 'syntax) (stx-map (lambda (x) (ac x env)) e))
((ssyntax? (xcar s)) (ac (cons (expand-ssyntax (car s)) (cdr s)) env))
((eq? (xcar s) 'quote) (list 'quote (ac-quoted (cadr s))))
((eq? (xcar s) 'quasiquote) (ac-qq (cadr s) env))
((eq? (xcar s) 'quasisyntax) (ac-qs (cadr s) env))
((eq? (xcar s) 'if) (ac-if (cdr s) env))
((eq? (xcar s) 'fn) (ac-fn (cadr s) (cddr s) env))
((eq? (xcar s) 'assign) (ac-set (cdr s) env))
; the next three clauses could be removed without changing semantics
; ... except that they work for macros (so prob should do this for
; every elt of s, not just the car)
((eq? (xcar (xcar s)) 'compose) (ac (decompose (cdar s) (cdr s)) env))
((eq? (xcar (xcar s)) 'complement)
(ac (list 'no (cons (cadar s) (cdr s))) env))
((eq? (xcar (xcar s)) 'andf) (ac-andf s env))
((pair? s) (ac-call (car s) (cdr s) env))
(#t s)))
(define ac* (make-parameter ac% #f 'ac%))
(define (ac stx (env (env*)) (ns (arc-namespace)))
(let* ((e (syn stx))
(s (syntax->datum e))
(expr ((ac*) e s env)))
(parameterize ((current-namespace ns))
(namespace-syntax-introduce (syn expr stx)))))
(define ar-nil '())
(define ar-t #t)
(define nil '())
(define t #t)
(define unset undefined)
(define (unset? x) (eq? x unset))
(define (ar-nil? x)
(eqv? x ar-nil))
(define atstrings #f)
(define (ac-string s)
(if atstrings
(if (atpos s 0)
(ac (cons 'string (map (lambda (x)
(if (string? x)
(unescape-ats x)
x))
(codestring s))))
(list 'string-copy (unescape-ats s)))
(list 'string-copy s))) ; avoid immutable strings
(define (keywordp x)
(or (and (keyword? x) x)
(and (symbol? x)
(let ((s (symbol->string x)))
(and (> (string-length s) 1)
(eq? (string-ref s (- (string-length s) 1)) #\:)
(not (eq? (string-ref s (- (string-length s) 2)) #\:))
(symbol->keyword (string->symbol (substring s 0 (- (string-length s) 1)))))))))
(define (literal? x)
(or (boolean? x)
(char? x)
(string? x)
(number? x)
(bytes? x)
(ar-false? x)
(syntax? x)
(keywordp x)))
(define (ac-literal x)
(cond ((null? x) (list 'quote x))
((string? x) (ac-string x))
(#t (ac-quoted x))))
(define (ssyntax? x)
(and (symbol? x)
(not (or (eqv? x '+) (eqv? x '++) (eqv? x '_)))
(let ((name (symbol->string x)))
(has-ssyntax-char? name (- (string-length name) 2)))))
(define (has-ssyntax-char? string i)
(and (>= i 0)
(or (let ((c (string-ref string i)))
(or (eqv? c #\:) (eqv? c #\~)
(eqv? c #\&)
;(eqv? c #\_)
(eqv? c #\.) (eqv? c #\!)))
(has-ssyntax-char? string (- i 1)))))
(define (read-from-string str)
(let ((port (open-input-string str)))
(let ((val (read port)))
(close-input-port port)
val)))
; Though graphically the right choice, can't use _ for currying
; because then _!foo becomes a function. Maybe use <>. For now
; leave this off and see how often it would have been useful.
; Might want to make ~ have less precedence than &, because
; ~foo&bar prob should mean (andf (complement foo) bar), not
; (complement (andf foo bar)).
(define (expand-ssyntax sym)
((cond ((insym? #\& sym) expand-and)
((or (insym? #\: sym) (insym? #\~ sym)) expand-compose)
((or (insym? #\. sym) (insym? #\! sym)) expand-sexpr)
; ((insym? #\_ sym) expand-curry)
(#t (error "Unknown ssyntax" sym)))
sym))
(define (expand-compose sym)
(let ((elts (map (lambda (tok)
(if (eqv? (car tok) #\~)
(if (null? (cdr tok))
'no
`(complement ,(chars->value (cdr tok))))
(chars->value tok)))
(tokens (lambda (c) (eqv? c #\:))
(symbol->chars sym)
'()
'()
#f))))
(if (null? (cdr elts))
(car elts)
(cons 'compose elts))))
(define (expand-and sym)
(let ((elts (map chars->value
(tokens (lambda (c) (eqv? c #\&))
(symbol->chars sym)
'()
'()
#f))))
(if (null? (cdr elts))
(car elts)
(cons 'andf elts))))
; How to include quoted arguments? Can't treat all as quoted, because
; never want to quote fn given as first. Do we want to allow quote chars
; within symbols? Could be ugly.
; If release, fix the fact that this simply uses v0... as vars. Should
; make these vars gensyms.
(define (expand-curry sym)
(let ((expr (exc (map (lambda (x)
(if (pair? x) (chars->value x) x))
(tokens (lambda (c) (eqv? c #\_))
(symbol->chars sym)
'()
'()
#t))
0)))
(list 'fn
(keep (lambda (s)
(and (symbol? s)
(eqv? (string-ref (symbol->string s) 0)
#\v)))
expr)
expr)))
(define (keep f xs)
(cond ((null? xs) '())
((f (car xs)) (cons (car xs) (keep f (cdr xs))))
(#t (keep f (cdr xs)))))
(define (exc elts n)
(cond ((null? elts)
'())
((eqv? (car elts) #\_)
(cons (string->symbol (string-append "v" (number->string n)))
(exc (cdr elts) (+ n 1))))
(#t
(cons (car elts) (exc (cdr elts) n)))))
(define (expand-sexpr sym)
(build-sexpr (reverse (tokens (lambda (c) (or (eqv? c #\.) (eqv? c #\!)))
(symbol->chars sym)
'()
'()
#t))
sym))
(define (build-sexpr toks orig)
(cond ((null? toks)
'%get)
((null? (cdr toks))
(chars->value (car toks)))
(#t
(list (build-sexpr (cddr toks) orig)
(if (eqv? (cadr toks) #\!)
(list 'quote (chars->value (car toks)))
(if (or (eqv? (car toks) #\.) (eqv? (car toks) #\!))
(err "Bad ssyntax" orig)
(chars->value (car toks))))))))
(define (insym? char sym) (member char (cdr (reverse (symbol->chars sym)))))
(define (symbol->chars x) (string->list (symbol->string x)))
(define (chars->value chars) (read-from-string (list->string chars)))
(define (tokens test source token acc keepsep?)
(cond ((null? source)
(reverse (if (pair? token)
(cons (reverse token) acc)
acc)))
((test (car source))
(tokens test
(cdr source)
'()
(let ((rec (if (null? token)
acc
(cons (reverse token) acc))))
(if keepsep?
(cons (car source) rec)
rec))
keepsep?))
(#t
(tokens test
(cdr source)
(cons (car source) token)
acc
keepsep?))))
(define (ac-global-name s)
(string->symbol (string-append (if (member s scm-reserved) "arc--" "") (symbol->string s))))
(define (ac-var-ref s env)
(cond ((ac-boxed? 'get s) (ac-boxed-get s))
((lex? s env) s)
(#t (ac-global-name s))))
; quote
(define (ac-quoted x)
(cond ((pair? x)
(imap (lambda (x) (ac-quoted x)) x))
((eqv? x 'nil)
ar-nil)
((eqv? x 't)
ar-t)
((keywordp x)
(keywordp x))
(#t x)))
(define (ac-unquoted x)
(cond ((pair? x)
(imap (lambda (x) (ac-unquoted x)) x))
((ar-nil? x)
'nil)
((eqv? x ar-t)
't)
(#t x)))
; quasiquote
(define (ac-qq args env)
(list 'quasiquote (ac-qq1 1 args env)))
; process the argument of a quasiquote. keep track of
; depth of nesting. handle unquote only at top level (level = 1).
; complete form, e.g. x or (fn x) or (unquote (fn x))
(define (ac-qq1 level x env)
(cond ((= level 0)
(ac x env))
((and (pair? x) (eqv? (car x) 'unquote))
(list 'unquote (ac-qq1 (- level 1) (cadr x) env)))
((and (pair? x) (eqv? (car x) 'unquote-splicing) (= level 1))
(list 'unquote-splicing
(ac-qq1 (- level 1) (cadr x) env)))
((and (pair? x) (eqv? (car x) 'quasiquote))
(list 'quasiquote (ac-qq1 (+ level 1) (cadr x) env)))
((pair? x)
(imap (lambda (x) (ac-qq1 level x env)) x))
(#t (ac-quoted x))))
; quasisyntax
(define (ac-qs args env)
; (list 'quasisyntax (ac-qs1 1 args env)))
(ac-qs1 1 args env))
; process the argument of a quasisyntax. keep track of
; depth of nesting. handle unsyntax only at top level (level = 1).
; complete form, e.g. x or (fn x) or (unsyntax (fn x))
(define (ac-qs1 level x env)
(cond ((= level 0)
(ac x env))
((and (pair? x) (eqv? (car x) 'unsyntax))
(begin #;list #;'unsyntax (ac-qs1 (- level 1) (cadr x) env)))
((and (pair? x) (eqv? (car x) 'unsyntax-splicing) (= level 1))
(begin #;list #;'unsyntax-splicing (ac-qs1 (- level 1) (cadr x) env)))
((and (pair? x) (eqv? (car x) 'quasisyntax))
(begin #;list #;'quasisyntax (ac-qs1 (+ level 1) (cadr x) env)))
((pair? x)
(imap (lambda (x) (ac-qs1 level x env)) x))
(#t x)))
; like map, but don't demand '()-terminated list
(define (imap f l)
(cond ((pair? l)
(cons (f (car l)) (imap f (cdr l))))
((null? l)
'())
(#t (f l))))
; (if) -> nil
; (if x) -> x
; (if t a ...) -> a
; (if nil a b) -> b
; (if nil a b c) -> (if b c)
(define (ac-if args env)
(cond ((null? args) (list 'quote ar-nil))
((null? (cdr args)) (ac (car args) env))
(#t `(if (not (ar-false? ,(ac (car args) env)))
,(ac (cadr args) env)
,(ac-if (cddr args) env)))))
(define (ac-dbname! name env)
(if (symbol? name)
(cons (list name) env)
env))
(define (ac-dbname env)
(cond ((null? env) #f)
((pair? (car env)) (caar env))
(#t (ac-dbname (cdr env)))))
; translate fn directly into a lambda if it has ordinary
; parameters, otherwise use a rest parameter and parse it.
(define (ac-fn args body env)
(if (ac-complex-args? args)
(ac-complex-fn args body env)
(ac-nameit
(ac-dbname env)
`(lambda ,args
,@(ac-body* body (append (ac-arglist args) env))))))
; does an fn arg list use optional parameters or destructuring?
; a rest parameter is not complex
(define (ac-complex-args? args)
(cond ((null? args) #f)
((symbol? args) #f)
((and (pair? args) (symbol? (car args)))
(ac-complex-args? (cdr args)))
(#t #t)))
; translate a fn with optional or destructuring args
; (fn (x (o y x) (o z 21) (x1 x2) . rest) ...)
; arguments in top-level list are mandatory (unless optional),
; but it's OK for parts of a list you're destructuring to
; be missing.
(define (ac-complex-fn args body env)
(let* ((ra (ar-gensym))
(z (ac-complex-args args env ra #t)))
`(lambda ,ra
(let* ,z
,@(ac-body* body (append (ac-complex-getargs z) env))))))
; returns a list of two-element lists, first is variable name,
; second is (compiled) expression. to be used in a let.
; caller should extract variables and add to env.
; ra is the rest argument to the fn.
; is-params indicates that args are function arguments
; (not destructuring), so they must be passed or be optional.
(define (ac-complex-args args env ra is-params)
(cond ((null? args) '())
((symbol? args) (list (list args ra)))
((pair? args)
(let* ((x (if (and (pair? (car args)) (eqv? (caar args) 'o))
(ac-complex-opt (cadar args)
(if (pair? (cddar args))
(caddar args)
ar-nil)
env
ra)
(ac-complex-args
(car args)
env
(if is-params
`(car ,ra)
`(ar-xcar ,ra))
#f)))
(xa (ac-complex-getargs x)))
(append x (ac-complex-args (cdr args)
(append xa env)
`(ar-xcdr ,ra)
is-params))))
(#t (err "Can't understand fn arg list" args))))
; (car ra) is the argument
; so it's not present if ra is nil or '()
(define (ac-complex-opt var expr env ra)
(list (list var `(if (pair? ,ra) (car ,ra) ,(ac expr env)))))
; extract list of variables from list of two-element lists.
(define (ac-complex-getargs a)
(map (lambda (x) (car x)) a))
; (a b . c) -> (a b c)
; a -> (a)
(define (ac-arglist a)
(cond ((null? a) '())
((symbol? a) (list a))
((symbol? (cdr a)) (list (car a) (cdr a)))
(#t (cons (car a) (ac-arglist (cdr a))))))
(define (ac-body body env)
(parameterize ((env* env))
(map ac body)))
; like ac-body, but spits out a nil expression if empty
(define (ac-body* body env)
(if (null? body)
(list (list 'quote ar-nil))
(ac-body body env)))
(define (ac-do body env)
(let ((expr (ac-body* body env)))
(cond ((= (length expr) 0)
'(begin))
((= (length expr) 1)
(car expr))
(#t `(begin ,@expr)))))
; (set v1 expr1 v2 expr2 ...)
(define (ac-set x env)
`(begin ,@(ac-setn x env)))
(define (ac-setn x env)
(if (null? x)
'()
(cons (ac-set1 (ac-macex (car x)) (cadr x) env)
(ac-setn (cddr x) env))))
; trick to tell Scheme the name of something, so Scheme
; debugging and profiling make more sense.
(define (ac-nameit name v)
(if (symbol? name)
(let ((n (string->symbol (string-append " " (symbol->string name)))))
(list 'let `((,n ,v)) n))
v))
; = replaced by set, which is only for vars
; = now defined in arc (is it?)
; name is to cause fns to have their arc names for debugging
(define (ac-set1 a b1 env)
(if (symbol? a)
(let ((n (string->symbol (string-append " " (symbol->string a))))
(b (ac b1 (ac-dbname! a env))))
(list 'let `((,n ,b))
(cond ((eqv? a 'nil) (err "Can't rebind nil"))
((eqv? a 't) (err "Can't rebind t"))
((eqv? a 'true) (err "Can't rebind true"))
((eqv? a 'false) (err "Can't rebind false"))
((ac-boxed? 'set a) `(begin ,(ac-boxed-set a b) ,(ac-boxed-get a)))
((lex? a env) `(set! ,a ,n))
(#t `(namespace-set-variable-value! ',(ac-global-name a)
,n
#t)))
n))
(err "First arg to set must be a symbol" a)))
; given a list of Arc expressions, return a list of Scheme expressions.
; for compiling passed arguments.
(define (ac-args names exprs env)
(if (null? exprs)
'()
(cons (ac (car exprs)
(ac-dbname! (if (pair? names) (car names) #f) env))
(ac-args (if (pair? names) (cdr names) '())
(cdr exprs)
env))))
(define (ac-lexname env)
(let ((name (ac-dbname env)))
(if (eqv? name #f)
'fn
(apply string-append
(map (lambda (x) (string-append (symbol->string x) "-"))
(apply append (keep pair? env)))))))
(define (ac-lenv args env)
(ac-lexenv (ac-lexname env) env))
(define (ac-lexenv name env)
`(list (list '*name ',name)
,@(imap (lambda (var)
(let ((val (ar-gensym)))
`(list ',var
(lambda ,val ,var)
(lambda (,val) (set! ,var ,val)))))
(filter (lambda (x) (not (or (ar-false? x) (pair? x)))) env))))
(define boxed* (make-parameter '() #f 'boxed*))
(define (ac-boxed? op name)
(let ((result
(when (not (ar-false? name))
(when (not (ar-false? (boxed*)))
(let ((slot (assoc name (boxed*))))
(case op
((get) (when (and slot (>= (length slot) 2)) (cadr slot)))
((set) (when (and slot (>= (length slot) 3)) (caddr slot)))
(else (err "ac-boxed?: bad op" name op))))))))
(if (void? result) #f result)))
(define (ac-boxed-set name val)
(let ((setter (ac-boxed? 'set name)))
(if (procedure? setter)
`(,setter ,val)
(err "invalid setter" name val setter))))
(define (ac-boxed-get name)
(let ((getter (ac-boxed? 'get name)))
(if (procedure? getter)
`(,getter ',name)
getter)))
; generate special fast code for ordinary two-operand
; calls to the following functions. this is to avoid
; calling e.g. ar-is with its &rest and apply.
(define ac-binaries
'((is ar-is2)
(< ar-<2)
(> ar->2)
(+ ar-+2)))
; (foo bar) where foo is a global variable bound to a procedure.
(define (ac-global-call fn args env)
(cond ((and (assoc fn ac-binaries) (= (length args) 2))
`(,(cadr (assoc fn ac-binaries)) ,@(ac-args '() args env)))
(#t
`(,(ac-global-name fn) ,@(ac-args '() args env)))))
; compile a function call
; special cases for speed, to avoid compiled output like
; (ar-apply _pr (list 1 2))
; which results in 1/2 the CPU time going to GC. Instead:
; (ar-funcall2 _pr 1 2)
; and for (foo bar), if foo is a reference to a global variable,
; and it's bound to a function, generate (foo bar) instead of
; (ar-funcall1 foo bar)
(define direct-calls #f)
(define (ac-call fn args env)
(let ((macfn (ac-macro? fn)))
(cond (macfn
(ac-mac-call macfn args env))
((and (pair? fn) (eqv? (car fn) 'fn))
`(,(ac fn env) ,@(ac-args (cadr fn) args env)))
((and direct-calls (symbol? fn) (not (lex? fn env)) (bound? fn)
(procedure? (bound? fn)))
(ac-global-call fn args env))
((memf keywordp args)
`(,(ac fn env) ,@(map (lambda (x) (ac x env)) args)))
((= (length args) 0)
`(ar-funcall0 ,(ac fn env) ,@(map (lambda (x) (ac x env)) args)))
((= (length args) 1)
`(ar-funcall1 ,(ac fn env) ,@(map (lambda (x) (ac x env)) args)))
((= (length args) 2)
`(ar-funcall2 ,(ac fn env) ,@(map (lambda (x) (ac x env)) args)))
((= (length args) 3)
`(ar-funcall3 ,(ac fn env) ,@(map (lambda (x) (ac x env)) args)))
((= (length args) 4)
`(ar-funcall4 ,(ac fn env) ,@(map (lambda (x) (ac x env)) args)))
(#t
`(ar-apply ,(ac fn env)
(list ,@(map (lambda (x) (ac x env)) args)))))))
(define (unzip-list l (vals '()) (keys '()))
(cond ((null? l) (list (reverse vals) (reverse keys)))
((keywordp (car l))
(if (or (null? (cdr l))
(keywordp (cadr l)))
(unzip-list (cdr l) vals (cons (list (keywordp (car l)) #t) keys))
(unzip-list (cddr l) vals (cons (list (keywordp (car l)) (cadr l)) keys))))
(#t (unzip-list (cdr l) (cons (car l) vals) keys))))
(define (ac-mac-call m args env)
(let* ((it (unzip-list args))
(args (car it))
(kwargs (cadr it))
(expr (keyword-apply m (map car kwargs) (map cadr kwargs) args)))
(ac expr env)))
; returns #f or the macro function
(define (ac-macro? fn)
(if (symbol? fn)
(let ((v (bound? fn)))
(if (and v
(ar-tagged? v)
(eq? (ar-type v) 'mac))
(ar-rep v)
#f))
#f))
; macroexpand the outer call of a form as much as possible
(define (ac-macex e . once)
(if (pair? e)
(let ((m (ac-macro? (car e))))
(if m
(let ((expansion (apply m (cdr e))))
(if (null? once) (ac-macex expansion) expansion))
e))
e))
; is v lexically bound?
(define scm-reserved '(
do lambda let let* and or if cond else when unless set!
while for loop case
define define-syntax define-values
begin begin-for-syntax
+ - / *
< <= = == >= >
#t #f true false t nil
car cdr caar cadr cddr caaar caadr cadar caddr cdaar cdadr cddar cdddr
lib require provide module load eof read write eval
length empty last keep set max min fill-table abs round count
eq eqv equal eq? eqv? equal?
cons list member assoc compose all map string thread
tag link only any nor private public
sort close error with-handlers
date tokens
place place* place/context place-kill
))
(define (lex? v env)
(memq v env))
(define (xcar x)
(and (pair? x) (car x)))
; The next two are optimizations, except work for macros.
(define (decompose fns args)
(cond ((null? fns) `((fn vals (car vals)) ,@args))
((null? (cdr fns)) (cons (car fns) args))
(#t (list (car fns) (decompose (cdr fns) args)))))
(define (ac-andf s env)
(ac (let ((gs (map (lambda (x) (ar-gensym)) (cdr s))))
`((fn ,gs
(and ,@(map (lambda (f) `(,f ,@gs))
(cdar s))))
,@(cdr s)))
env))
(define err error)
(define-namespace-anchor arc-anchor)
; (define (arc-namespace) (namespace-anchor->namespace arc-anchor))
(define arc-namespace (make-parameter (current-namespace) #f 'arc-namespace))
; run-time primitive procedures
;(define (xdef a b)
; (namespace-set-variable-value! (ac-global-name a) b)
; b)
(define-syntax xdef
(syntax-rules ()
((xxdef a b)
(let* ((nm (ac-global-name 'a))
(a b)
(val (namespace-variable-value nm #t (lambda () (void)))))
(when (and (not (eqv? 'a 'b))
(not (void? val)))
(display "*** redefining " (current-error-port))
(display 'a (current-error-port))
(display " (was " (current-error-port))
(write a (current-error-port))
(display ")\n" (current-error-port)))
(namespace-set-variable-value! nm a #t)))))
(define fn-signatures (make-hash))
; This is a replacement for xdef that stores opeator signatures.
; Haven't started using it yet.
(define (odef a parms b)
(namespace-set-variable-value! (ac-global-name a) b)
(hash-set! fn-signatures a (list parms))
b)
(xdef sig fn-signatures)
(xdef quoted ac-quoted)
(xdef unquoted ac-unquoted)
; versions of car and cdr for parsing arguments for optional
; parameters, that yield nil for nil. maybe we should use
; full Arc car and cdr, so we can destructure more things
(define (ar-xcar x)
(if (ar-nil? x) x (car x)))
(define (ar-xcdr x)
(if (ar-nil? x) x (cdr x)))
; convert #f from a Scheme predicate to NIL.
(define (ar-nill x)
(if (or (ar-nil? x) (eq? x #f) (void? x)) ar-nil x))
; definition of falseness for Arc if.
; must include '() since sometimes Arc functions see
; Scheme lists (e.g. . body of a macro).
(define (ar-false? x)
(or (ar-nil? x)
(eq? x #f)
(void? x)
(eq? x undefined)))
(define (ar-true? x)
(not (ar-false? x)))
; call a function or perform an array ref, hash ref, &c
; Non-fn constants in functional position are valuable real estate, so
; should figure out the best way to exploit it. What could (1 foo) or
; ('a foo) mean? Maybe it should mean currying.
; For now the way to make the default val of a hash table be other than
; nil is to supply the val when doing the lookup. Later may also let
; defaults be supplied as an arg to table. To implement this, need: an
; eq table within scheme mapping tables to defaults, and to adapt the
; code in arc.arc that reads and writes tables to read and write their
; default vals with them. To make compatible with existing written tables,
; just use an atom or 3-elt list to keep the default.
(define (ar-apply fn args)
(cond ((procedure? fn)
(apply fn args))
((pair? fn)
(list-ref fn (car args)))
((ar-nil? fn)
fn)
((string? fn)
(string-ref fn (car args)))
((hash? fn)
(hash-ref fn
(car args)
(if (pair? (cdr args)) (cadr args) ar-nil)))
; experiment: means e.g. [1] is a constant fn
; ((or (number? fn) (symbol? fn)) fn)
; another possibility: constant in functional pos means it gets
; passed to the first arg, i.e. ('kids item) means (item 'kids).
(#t (err "Function call on inappropriate object" fn args))))
(xdef apply (lambda (fn . args)
(ar-apply fn (ar-apply-args args))))
; special cases of ar-apply for speed and to avoid consing arg lists
(define (ar-funcall0 fn)
(if (procedure? fn)
(fn)
(ar-apply fn (list))))
(define (ar-funcall1 fn arg1)
(if (procedure? fn)
(fn arg1)
(ar-apply fn (list arg1))))
(define (ar-funcall2 fn arg1 arg2)
(if (procedure? fn)
(fn arg1 arg2)
(ar-apply fn (list arg1 arg2))))
(define (ar-funcall3 fn arg1 arg2 arg3)
(if (procedure? fn)
(fn arg1 arg2 arg3)
(ar-apply fn (list arg1 arg2 arg3))))
(define (ar-funcall4 fn arg1 arg2 arg3 arg4)
(if (procedure? fn)
(fn arg1 arg2 arg3 arg4)
(ar-apply fn (list arg1 arg2 arg3 arg4))))
; turn the arguments to Arc apply into a list.
; if you call (apply fn 1 2 '(3 4))
; then args is '(1 2 (3 4))
; and we should return '(1 2 3 4)
(define (ar-apply-args args)
(cond ((null? args) args)
((null? (cdr args)) (car args))
(#t (cons (car args) (ar-apply-args (cdr args))))))
(xdef cons cons)
(xdef car (lambda (x)
(cond ((pair? x) (car x))
((null? x) x)
(#t (err "Can't take car of" x)))))
(xdef cdr (lambda (x)
(cond ((pair? x) (cdr x))
((null? x) x)
(#t (err "Can't take cdr of" x)))))
(define (tnil x) (if x ar-t ar-nil))
; (pairwise pred '(a b c d)) =>
; (and (pred a b) (pred b c) (pred c d))
; pred returns t/nil, as does pairwise
; reduce?
(define (pairwise pred lst)
(cond ((null? lst) ar-t)
((null? (cdr lst)) ar-t)
((not (ar-nil? (pred (car lst) (cadr lst))))
(pairwise pred (cdr lst)))
(#t ar-nil)))
; not quite right, because behavior of underlying eqv unspecified
; in many cases according to r5rs
; do we really want is to ret t for distinct strings?
; for (is x y)
(define (ar-is2 a b)
(tnil (or (eqv? a b)
(and (number? a) (number? b) (= a b))
(and (string? a) (string? b) (string=? a b))
(and (ar-false? a) (ar-false? b)))))
; for all other uses of is
(xdef is (lambda args (pairwise ar-is2 args)))
(xdef raise raise)
(xdef err err)
(xdef nil ar-nil)
(xdef t ar-t)
(xdef false #f)
(xdef true #t)
(define (all test seq)
(or (null? seq)
(and (test (car seq)) (all test (cdr seq)))))
(define (arc-list? x) (or (pair? x) (ar-nil? x)))
; Generic +: strings, lists, numbers.
; Return val has same type as first argument.
(xdef + (lambda args
(cond ((null? args) 0)
((char-or-string? (car args))
(apply string-append
(map (lambda (a) (ar-coerce a 'string))
args)))
((arc-list? (car args))
(apply append args))
((evt? (car args))
(apply choice-evt args))
(#t (apply + args)))))
(define (char-or-string? x) (or (string? x) (char? x)))
(define (ar-+2 x y)
(cond ((char-or-string? x)
(string-append (ar-coerce x 'string) (ar-coerce y 'string)))
((and (arc-list? x) (arc-list? y))
(append x y))
(#t (+ x y))))
(xdef - -)
(xdef * *)
(xdef / /)
(xdef mod modulo)
(xdef expt expt)
(xdef sqrt sqrt)
; generic comparison
(define (ar->2 x y)
(tnil (cond ((and (number? x) (number? y)) (> x y))
((and (string? x) (string? y)) (string>? x y))
((and (symbol? x) (symbol? y)) (string>? (symbol->string x)
(symbol->string y)))
((and (char? x) (char? y)) (char>? x y))
(#t (> x y)))))
(xdef > (lambda args (pairwise ar->2 args)))
(define (ar-<2 x y)
(tnil (cond ((and (number? x) (number? y)) (< x y))
((and (string? x) (string? y)) (string<? x y))
((and (symbol? x) (symbol? y)) (string<? (symbol->string x)
(symbol->string y)))
((and (char? x) (char? y)) (char<? x y))