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ac.rkt
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ac.rkt
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#lang racket/base
; Arc Compiler.
(require
; This defines names like _list, so it would conflict with the
; naming convention for Arc global variables if we didn't prefix it.
(prefix-in ffi: ffi/unsafe)
(only-in racket/unsafe/ops unsafe-set-mcar! unsafe-set-mcdr!)
(only-in racket/contract/base -> any any/c)
(only-in racket/contract/region define/contract)
racket/file
racket/path
racket/pretty
racket/port
racket/format
(only-in racket/promise delay force)
(only-in racket/runtime-path define-runtime-path)
racket/system
racket/tcp
openssl
racket/string
racket/random
racket/struct
racket/date
(only-in "brackets.rkt" bracket-readtable)
(for-syntax racket/base))
(provide (all-defined-out))
(define-runtime-path ac-rkt-path "ac.rkt")
(define-runtime-path arc-arc-path "arc.arc")
(define-runtime-path libs-arc-path "libs.arc")
(define-namespace-anchor main-namespace-anchor)
(define main-namespace
(namespace-anchor->namespace main-namespace-anchor))
(define (ac-global-name s)
(string->symbol (string-append "_" (symbol->string s))))
(define init-steps-reversed* (list))
(define-syntax-rule (add-init-step step)
(set! init-steps-reversed*
(cons (lambda () step) init-steps-reversed*)))
(define-syntax-rule (xdef a b)
(add-init-step
(let ([a b])
(namespace-set-variable-value! (ac-global-name 'a) a))))
(define (run-init-steps)
(for ([step (reverse init-steps-reversed*)])
(step)))
(define-syntax defarc
(syntax-rules ()
[(defarc (name . args) body ...)
(defarc name (name . args) body ...)]
[(defarc arc-name (scheme-name . args) body ...)
(begin
(xdef arc-name (lambda args body ...))
(defarc arc-name scheme-name))]
[(defarc arc-name scheme-name)
(define (scheme-name . args)
(apply (namespace-variable-value (ac-global-name 'arc-name))
args))]
[(defarc name)
(defarc name name)]))
(define (anarki-init)
(namespace-require 'racket/base)
(namespace-require ac-rkt-path)
(run-init-steps)
(parameterize ([current-directory (path-only arc-arc-path)]
[current-readtable bracket-readtable])
(aload arc-arc-path)
(aload libs-arc-path)))
(define anarki-init-in-main-namespace-func
(make-parameter anarki-init))
(define anarki-init-in-main-namespace-promise
(delay
(parameterize ([current-namespace main-namespace])
((anarki-init-in-main-namespace-func)))))
(define (anarki-init-in-main-namespace)
(force anarki-init-in-main-namespace-promise))
(define (anarki-init-verbose)
(parameterize ([current-output-port (current-error-port)])
(displayln "initializing arc.. (may take a minute)"))
(anarki-init))
(define (anarki-init-in-main-namespace-verbose)
(parameterize
([anarki-init-in-main-namespace-func anarki-init-verbose])
(anarki-init-in-main-namespace)))
(struct ar-tagged (type rep) #:prefab)
; 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.
(defarc (ac s env)
(cond [(string? s) (ac-string s env)]
[(literal? s) (list 'quote s)]
[(eqv? s 'nil) (list 'quote 'nil)]
[(ssyntax? s) (ac (expand-ssyntax s) env)]
[(symbol? s) (ac-var-ref s env)]
[(ssyntax? (xcar s)) (ac (cons (expand-ssyntax (car s)) (cdr s)) env)]
[(eq? (xcar s) '$) (ac-$ (cadr s) env)]
[(eq? (xcar s) 'quote) (list 'quote (ac-quoted (ac-niltree (cadr s))))]
((eq? (xcar s) 'lexenv) (ac-lenv (cdr s) env))
[(and (eq? (xcar s) 'quasiquote)
(not (ac-macro? 'quasiquote)))
(ac-qq (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 (err "Bad object in expression" s)]))
(define (ac-string s env)
(if (ar-bflag 'atstrings)
(if (atpos s 0)
; evaluate at-expressions without further expanding atstrings and
; interpolate them in
(let ([target-expression
(cons 'string (map (lambda (x)
(if (string? x)
(unescape-ats x)
x))
(codestring s)))])
(hash-set! (ar-declarations) 'atstrings 'nil)
(let ([result (ac target-expression env)])
(hash-set! (ar-declarations) 'atstrings 't)
result))
(list 'string-copy (unescape-ats s)))
(list 'string-copy s))) ; avoid immutable strings
(defarc ac-literal (literal? x)
(or (boolean? x)
(char? x)
(string? x)
(number? x)
(eq? x '())
(hash? x)
(keyword? 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 [(eqv? (car (symbol->chars sym)) #\:) expand-keyword]
[(or (insym? #\: sym) (insym? #\~ sym)) expand-compose]
[(or (insym? #\. sym) (insym? #\! sym)) expand-sexpr]
[(insym? #\& sym) expand-and]
; [(insym? #\_ sym) expand-curry]
[#t (error "Unknown ssyntax" sym)])
sym))
; turn common-lisp style :keywords into racket #:keywords
(define (expand-keyword sym)
(string->keyword (list->string (cdr (symbol->chars 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 (reverse (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?)]))
(defarc (ac-defined-var? s)
#f)
(define (ac-var-ref s env)
(cond [(ac-boxed? 'get s) (ac-boxed-get s)]
[(lex? s env) s]
[(ac-defined-var? s) (list (ac-global-name s))]
[#t (ac-global-name s)]))
; lowering into Racket with (unquote <foo>) lifting us back into arc
(define (ac-$ args env)
(ac-qqx args
(lambda (x) (ac x env))
(lambda (x) (error 'ac-$ "Can't use ,@ from within $ in: ~a" args))))
; quote
(define (ac-quoted x)
(cond ((pair? x)
(let ((x (imap ac-quoted x)))
(if (eqv? (xcar x) '%braces)
((arc-eval 'listtab:pair) (ac-denil (cdr x)))
x)))
(#t x)))
(xdef quoted ac-quoted)
(define (ac-unquoted x)
(cond ((hash? x)
(cons '%braces (imap ac-unquoted (tabflat x))))
((pair? x)
(imap ac-unquoted x))
((ar-nil? x)
'nil)
((eqv? x 't)
't)
(#t x)))
(xdef unquoted ac-unquoted)
(define (tabflat h (l (list)))
(hash-for-each h
(lambda (k v)
(set! l (cons k l))
(set! l (cons (ac-unquoted v) l))))
l)
; quasiquote
(define (ac-qq args env)
(list 'quasiquote (ac-qqx args
(lambda (x) (list 'unquote (ac x env)))
(lambda (x) (list 'unquote-splicing
(list 'ar-denil-last (ac x 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-qqx x unq splice)
(cond
[(not (pair? x)) x]
[(eqv? (car x) '%braces) (ac-quoted x)]
[(eqv? (car x) 'unquote) (unq (cadr x))]
[(eqv? (car x) 'unquote-splicing) (splice (cadr x))]
[(eqv? (car x) 'quasiquote)
(list 'quasiquote
(ac-qqx (cadr x)
(lambda (e) (list 'unquote (ac-qqx e unq splice)))
(lambda (e) (list 'unquote-splicing (ac-qqx e unq splice)))))]
[#t (imap (lambda (e) (ac-qqx e unq splice)) 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) ''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 ,(let ([a (ac-denil args)]) (if (eqv? a 'nil) '() a))
,@(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 [(eqv? 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 (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 [(ar-nil? 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)
'nil)
env
ra)
(ac-complex-args
(car args)
env
(if is-params
`(car ,ra)
`(ar-car ,ra))
#f))]
[xa (ac-complex-getargs x)])
(append x (ac-complex-args (cdr args)
(append xa env)
`(ar-cdr ,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)
(map (lambda (x) (ac x env)) body))
; like ac-body, but spits out a nil expression if empty
(define (ac-body* body env)
(if (null? body)
(list (list 'quote 'nil))
(ac-body body env)))
; (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 ([b (ac b1 (ac-dbname! a env))])
(list 'let `([zz ,b])
(cond [(eqv? a 'nil) (err "Can't rebind nil")]
[(eqv? a 't) (err "Can't rebind t")]
[(ac-boxed? 'set a) `(begin ,(ac-boxed-set a b) ,(ac-boxed-get a))]
[(lex? a env) `(set! ,a zz)]
[(ac-defined-var? a) `(,(ac-global-name a) zz)]
[#t `(set! ,(ac-global-name a) zz)])
'zz))
(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 (gensym)))
`(list ',var
(lambda ,val ,var)
(lambda (,val) (set! ,var ,val)))))
(filter (lambda (x) (not (or (ar-false? x) (pair? x)))) env))))
(define 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 'nil)
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 (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 (ar-bflag 'direct-calls) (symbol? fn) (not (lex? fn env)) (bound? fn)
(procedure? (arc-eval fn)))
(ac-global-call fn args env)]
[#t
`((ar-coerce ,(ac fn env) 'fn)
,@(map (lambda (x) (ac x env)) args))])))
(define (ac-mac-call m args env)
(let ([x1 (apply m (map ac-niltree args))])
(let ([x2 (ac (ac-denil x1) env)])
x2)))
; returns #f or the macro function
(define (ac-macro? fn)
(if (symbol? fn)
(let ([v (and (bound? fn) (arc-eval 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 (ac-denil (apply m (map ac-niltree (cdr e))))])
(if (null? once) (ac-macex expansion) expansion))
e))
e))
; macros return Arc lists, ending with NIL.
; but the Arc compiler expects Scheme lists, ending with '().
; what to do with (is x nil . nil) ?
; the first nil ought to be replaced with 'NIL
; the second with '()
; so the rule is: NIL in the car -> 'NIL, NIL in the cdr -> '().
; NIL by itself -> NIL
(define (ac-denil x)
(cond [(pair? x) (cons (ac-denil-car (car x)) (ac-denil-cdr (cdr x)))]
[(hash? x)
(let ([xc (make-hash)])
(hash-for-each x
(lambda (k v) (hash-set! xc (ac-denil k) (ac-denil v))))
xc)]
[#t x]))
(define (ac-denil-car x)
(if (eq? x 'nil)
'nil
(ac-denil x)))
(define (ac-denil-cdr x)
(if (eq? x 'nil)
'()
(ac-denil x)))
; is v lexically bound?
(define (lex? v env)
(memq v env))
(define (xcar x)
(and (pair? x) (car x)))
; #f and '() -> nil for a whole quoted list/tree.
; Arc primitives written in Scheme should look like:
; (xdef foo (lambda (lst)
; (ac-niltree (scheme-foo (ar-denil-last lst)))))
; That is, Arc lists are NIL-terminated. When calling a Scheme
; function that treats an argument as a list, call ar-denil-last
; to change terminal NIL to '(). When returning any data created by Scheme
; to Arc, call ac-niltree to turn all '() into NIL.
; (hash-ref doesn't use its argument as a list, so it doesn't
; need ar-denil-last).
(define (ac-niltree x)
(cond [(pair? x) (cons (ac-niltree (car x)) (ac-niltree (cdr x)))]
[(or (eq? x #f) (eq? x '()) (void? x)) 'nil]
[#t 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) (gensym)) (cdr s))])
`((fn ,gs
(and ,@(map (lambda (f) `(,f ,@gs))
(cdar s))))
,@(cdr s)))
env))
(define err error)
; run-time primitive procedures
;(define (xdef a b)
; (namespace-set-variable-value! (ac-global-name a) b)
; b)
(define sig* (make-hash)) ;; fn/macro name -> params
(xdef sig* sig*)
; This is a replacement for xdef that stores operator signatures.
; Haven't started using it yet.
(define (odef a parms b)
(namespace-set-variable-value! (ac-global-name a) b)
(hash-set! sig* a (list parms))
b)
; convert #f from a Scheme predicate to NIL.
(define (ar-nill x)
(if (or (eq? x '()) (eq? x #f) (void? x))
'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)))
; 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)
(apply (ar-coerce fn 'fn) args))
(xdef apply (lambda (fn . args)
(ar-apply fn (ar-apply-args args))))
; replace the nil at the end of a list with a '()
(define (ar-denil-last l)
(if (or (eqv? l '()) (eqv? l 'nil))
'()
(cons (car l) (ar-denil-last (cdr l)))))
; 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 . nil) . ())
; that is, the main list is a scheme list.
; and we should return '(1 2 3 4 . ())
; was once (apply apply list (ac-denil args))
; but that didn't work for (apply fn nil)
(define (ar-apply-args args)
(cond [(null? args) '()]
[(null? (cdr args)) (ar-denil-last (car args))]
[#t (cons (car args) (ar-apply-args (cdr args)))]))
(xdef cons cons)
(define (ar-car x)
(cond [(pair? x) (car x)]
[(eqv? x 'nil) 'nil]
[(eqv? x '()) 'nil]
[#t (err "Can't take car of" x)]))
(xdef car ar-car)
(define (ar-cdr x)
(cond [(pair? x) (cdr x)]
[(eqv? x 'nil) 'nil]
[(eqv? x '()) 'nil]
[#t (err "Can't take cdr of" x)]))
(xdef cdr ar-cdr)
(define (ar-nthcdr n xs)
(cond [(ar-false? xs) xs]
[(> n 0) (ar-nthcdr (- n 1) (cdr xs))]
[#t xs]))
(xdef nthcdr ar-nthcdr)
(define (tnil x) (if x 't '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) 't]
[(null? (cdr lst)) 't]
[(not (eqv? (pred (car lst) (cadr lst)) 'nil))
(pairwise pred (cdr lst))]
[#t '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 (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 'nil)
(xdef t 't)
(define (ar-nil? x)
(or (eq? x 'nil) (null? x)))
(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))]
[(andmap arc-list? args)
(ac-niltree (apply append (map ar-denil-last 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))
(ac-niltree (append (ar-denil-last x) (ar-denil-last y)))]
[#t (+ x y)]))
(xdef - -)
(xdef * *)
(xdef / /)
(xdef mod modulo)
(xdef expt expt)
(xdef sqrt sqrt)
(xdef gcd gcd)
; 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)]
[#t (< x y)])))
(xdef < (lambda args (pairwise ar-<2 args)))
(xdef len (lambda (x)
(cond [(string? x) (string-length x)]
[(hash? x) (hash-count x)]
[#t (length (ar-denil-last x))])))
(define (ar-tag type rep)
(cond [(eqv? (ar-type rep) type) rep]
[#t (ar-tagged type rep)]))
(xdef annotate ar-tag)
(xdef annotated? ar-tagged?)
; (type nil) -> sym
(define (exint? x) (and (integer? x) (exact? x)))
(define (ar-type x)
(cond [(ar-tagged? x) (ar-tagged-type x)]
[(pair? x) 'cons]
[(symbol? x) 'sym]
[(null? x) 'sym]
[(boolean? x) 'sym]
[(eof-object? x) 'sym]
[(procedure? x) 'fn]
[(char? x) 'char]
[(string? x) 'string]
[(exint? x) 'int]
[(number? x) 'num] ; unsure about this
[(vector? x) 'vector]
[(hash? x) 'table]
[(output-port? x) 'output]
[(input-port? x) 'input]
[(tcp-listener? x) 'socket]
[(exn? x) 'exception]
[(thread? x) 'thread]
[(thread-cell? x) 'thread-cell]
((channel? x) 'channel)
((async-channel? x) 'channel)
((evt? x) 'event)
[(keyword? x) 'keyword]
[#t (err "Type: unknown type" x)]))
(xdef type ar-type)
(define (ar-rep x)
(if (ar-tagged? x)
(ar-tagged-rep x)
x))