adding gc handles, making evaluator stack static
this provides a better interface and could only help performance starting to add some useful library code
This commit is contained in:
parent
c38c47d264
commit
c2026ba77c
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@ -173,9 +173,11 @@ value_t fl_global_env(value_t *args, u_int32_t nargs)
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{
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(void)args;
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argcount("environment", nargs, 0);
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PUSH(NIL);
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global_env_list(symtab, &Stack[SP-1]);
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return POP();
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value_t lst = NIL;
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fl_gc_handle(&lst);
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global_env_list(symtab, &lst);
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fl_free_gc_handles(1);
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return lst;
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}
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extern value_t QUOTE;
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@ -84,9 +84,15 @@ static short builtin_arg_counts[] =
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ANYARGS, 2, 3 };
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#define N_STACK 262144
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value_t StaticStack[N_STACK];
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value_t *Stack = StaticStack;
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uint32_t SP = 0;
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static value_t Stack[N_STACK];
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static uint32_t SP = 0;
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#define PUSH(v) (Stack[SP++] = (v))
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#define POP() (Stack[--SP])
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#define POPN(n) (SP-=(n))
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#define N_GC_HANDLES 1024
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static value_t *GCHandleStack[N_GC_HANDLES];
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static uint32_t N_GCHND = 0;
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value_t NIL, FL_T, FL_F, LAMBDA, QUOTE, IF, TRYCATCH;
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value_t BACKQUOTE, COMMA, COMMAAT, COMMADOT, FUNCTION;
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@ -371,6 +377,19 @@ static int symchar(char c);
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// collector ------------------------------------------------------------------
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void fl_gc_handle(value_t *pv)
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{
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if (N_GCHND >= N_GC_HANDLES)
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lerror(MemoryError, "out of gc handles");
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GCHandleStack[N_GCHND++] = pv;
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}
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void fl_free_gc_handles(int n)
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{
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assert(N_GCHND >= n);
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N_GCHND -= n;
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}
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static value_t relocate(value_t v)
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{
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value_t a, d, nc, first, *pcdr;
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@ -493,6 +512,8 @@ void gc(int mustgrow)
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for (i=0; i < SP; i++)
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Stack[i] = relocate(Stack[i]);
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for (i=0; i < N_GCHND; i++)
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*GCHandleStack[i] = relocate(*GCHandleStack[i]);
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trace_globals(symtab);
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relocate_typetable();
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rs = readstate;
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@ -96,11 +96,8 @@ typedef struct _symbol_t {
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#define isclosure(x) isfunction(x)
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#define iscbuiltin(x) (iscvalue(x) && (cv_class((cvalue_t*)ptr(x))==builtintype))
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extern value_t *Stack;
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extern uint32_t SP;
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#define PUSH(v) (Stack[SP++] = (v))
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#define POP() (Stack[--SP])
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#define POPN(n) (SP-=(n))
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void fl_gc_handle(value_t *pv);
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void fl_free_gc_handles(int n);
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// maximum number of explicit arguments. the 128th arg is a list of rest args.
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// the largest value nargs can have is MAX_ARGS+1
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@ -91,15 +91,18 @@ value_t fl_buffer(value_t *args, u_int32_t nargs)
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value_t fl_read(value_t *args, u_int32_t nargs)
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{
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value_t arg;
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if (nargs > 1) {
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argcount("read", nargs, 1);
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}
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else if (nargs == 0) {
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PUSH(symbol_value(instrsym));
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args = &Stack[SP-1];
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arg = symbol_value(instrsym);
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}
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(void)toiostream(args[0], "read");
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return read_sexpr(args[0]);
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else {
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arg = args[0];
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}
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(void)toiostream(arg, "read");
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return read_sexpr(arg);
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}
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value_t fl_iogetc(value_t *args, u_int32_t nargs)
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@ -0,0 +1,47 @@
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; SRFI 45: Primitives for Expressing Iterative Lazy Algorithms
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; by André van Tonder
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;=========================================================================
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; Boxes
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(define (box x) (list x))
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(define unbox car)
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(define set-box! set-car!)
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;=========================================================================
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; Primitives for lazy evaluation:
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(define (eager x)
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(box (cons 'eager x)))
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#|
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(define-syntax lazy
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(syntax-rules ()
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((lazy exp)
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(box (cons 'lazy (lambda () exp))))))
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(define-syntax delay
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(syntax-rules ()
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((delay exp) (lazy (eager exp)))))
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|#
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(define-macro (lazy exp)
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`(box (cons 'lazy (lambda () ,exp))))
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(define-macro (delay exp)
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`(lazy (eager ,exp)))
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(define (force promise)
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(let ((content (unbox promise)))
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(case (car content)
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((eager) (cdr content))
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((lazy) (let* ((promise* ((cdr content)))
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(content (unbox promise))) ; *
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(if (not (eqv? (car content) 'eager)) ; *
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(begin (set-car! content (car (unbox promise*)))
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(set-cdr! content (cdr (unbox promise*)))
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(set-box! promise* content)))
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(force promise))))))
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; (*) These two lines re-fetch and check the original promise in case
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; the first line of the let* caused it to be forced. For an example
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; where this happens, see reentrancy test 3 below.
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@ -0,0 +1,193 @@
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;;; "sort.scm" Defines: sorted?, merge, merge!, sort, sort!
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;;; Author : Richard A. O'Keefe (based on Prolog code by D.H.D.Warren)
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;;;
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;;; This code is in the public domain.
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;;; Updated: 11 June 1991
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;;; Modified for scheme library: Aubrey Jaffer 19 Sept. 1991
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;;; Updated: 19 June 1995
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;;; (sort, sort!, sorted?): Generalized to strings by jaffer: 2003-09-09
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;;; (sort, sort!, sorted?): Generalized to arrays by jaffer: 2003-10-04
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;;; jaffer: 2006-10-08:
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;;; (sort, sort!, sorted?, merge, merge!): Added optional KEY argument.
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;;; jaffer: 2006-11-05:
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;;; (sorted?, merge, merge!, sort, sort!): Call KEY arg at most once
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;;; per element.
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;(require 'array)
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;;; (sorted? sequence less?)
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;;; is true when sequence is a list (x0 x1 ... xm) or a vector #(x0 ... xm)
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;;; such that for all 1 <= i <= m,
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;;; (not (less? (list-ref list i) (list-ref list (- i 1)))).
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;@
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(define (sorted? seq less? . opt-key)
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(define key (if (null? opt-key) identity (car opt-key)))
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(cond ((null? seq) #t)
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((array? seq)
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(let ((dimax (+ -1 (car (array-dimensions seq)))))
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(or (<= dimax 1)
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(let loop ((idx (+ -1 dimax))
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(last (key (array-ref seq dimax))))
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(or (negative? idx)
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(let ((nxt (key (array-ref seq idx))))
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(and (less? nxt last)
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(loop (+ -1 idx) nxt))))))))
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((null? (cdr seq)) #t)
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(else
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(let loop ((last (key (car seq)))
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(next (cdr seq)))
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(or (null? next)
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(let ((nxt (key (car next))))
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(and (not (less? nxt last))
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(loop nxt (cdr next)))))))))
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;;; (merge a b less?)
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;;; takes two lists a and b such that (sorted? a less?) and (sorted? b less?)
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;;; and returns a new list in which the elements of a and b have been stably
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;;; interleaved so that (sorted? (merge a b less?) less?).
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;;; Note: this does _not_ accept arrays. See below.
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;@
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(define (merge a b less? . opt-key)
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(define key (if (null? opt-key) identity (car opt-key)))
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(cond ((null? a) b)
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((null? b) a)
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(else
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(let loop ((x (car a)) (kx (key (car a))) (a (cdr a))
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(y (car b)) (ky (key (car b))) (b (cdr b)))
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;; The loop handles the merging of non-empty lists. It has
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;; been written this way to save testing and car/cdring.
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(if (less? ky kx)
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(if (null? b)
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(cons y (cons x a))
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(cons y (loop x kx a (car b) (key (car b)) (cdr b))))
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;; x <= y
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(if (null? a)
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(cons x (cons y b))
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(cons x (loop (car a) (key (car a)) (cdr a) y ky b))))))))
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(define (sort:merge! a b less? key)
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(define (loop r a kcara b kcarb)
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(cond ((less? kcarb kcara)
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(set-cdr! r b)
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(if (null? (cdr b))
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(set-cdr! b a)
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(loop b a kcara (cdr b) (key (cadr b)))))
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(else ; (car a) <= (car b)
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(set-cdr! r a)
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(if (null? (cdr a))
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(set-cdr! a b)
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(loop a (cdr a) (key (cadr a)) b kcarb)))))
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(cond ((null? a) b)
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((null? b) a)
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(else
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(let ((kcara (key (car a)))
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(kcarb (key (car b))))
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(cond
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((less? kcarb kcara)
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(if (null? (cdr b))
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(set-cdr! b a)
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(loop b a kcara (cdr b) (key (cadr b))))
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b)
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(else ; (car a) <= (car b)
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(if (null? (cdr a))
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(set-cdr! a b)
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(loop a (cdr a) (key (cadr a)) b kcarb))
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a))))))
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;;; takes two sorted lists a and b and smashes their cdr fields to form a
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;;; single sorted list including the elements of both.
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;;; Note: this does _not_ accept arrays.
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;@
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(define (merge! a b less? . opt-key)
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(sort:merge! a b less? (if (null? opt-key) identity (car opt-key))))
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(define (sort:sort-list! seq less? key)
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(define keyer (if key car identity))
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(define (step n)
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(cond ((> n 2) (let* ((j (quotient n 2))
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(a (step j))
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(k (- n j))
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(b (step k)))
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(sort:merge! a b less? keyer)))
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((= n 2) (let ((x (car seq))
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(y (cadr seq))
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(p seq))
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(set! seq (cddr seq))
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(cond ((less? (keyer y) (keyer x))
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(set-car! p y)
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(set-car! (cdr p) x)))
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(set-cdr! (cdr p) '())
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p))
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((= n 1) (let ((p seq))
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(set! seq (cdr seq))
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(set-cdr! p '())
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p))
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(else '())))
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(define (key-wrap! lst)
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(cond ((null? lst))
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(else (set-car! lst (cons (key (car lst)) (car lst)))
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(key-wrap! (cdr lst)))))
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(define (key-unwrap! lst)
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(cond ((null? lst))
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(else (set-car! lst (cdar lst))
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(key-unwrap! (cdr lst)))))
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(cond (key
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(key-wrap! seq)
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(set! seq (step (length seq)))
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(key-unwrap! seq)
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seq)
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(else
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(step (length seq)))))
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(define (rank-1-array->list array)
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(define dimensions (array-dimensions array))
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(do ((idx (+ -1 (car dimensions)) (+ -1 idx))
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(lst '() (cons (array-ref array idx) lst)))
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((< idx 0) lst)))
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;;; (sort! sequence less?)
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;;; sorts the list, array, or string sequence destructively. It uses
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;;; a version of merge-sort invented, to the best of my knowledge, by
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;;; David H. D. Warren, and first used in the DEC-10 Prolog system.
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;;; R. A. O'Keefe adapted it to work destructively in Scheme.
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;;; A. Jaffer modified to always return the original list.
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;@
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(define (sort! seq less? . opt-key)
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(define key (if (null? opt-key) #f (car opt-key)))
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(cond ((array? seq)
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(let ((dims (array-dimensions seq)))
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(do ((sorted (sort:sort-list! (rank-1-array->list seq) less? key)
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(cdr sorted))
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(i 0 (+ i 1)))
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((null? sorted) seq)
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(array-set! seq (car sorted) i))))
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(else ; otherwise, assume it is a list
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(let ((ret (sort:sort-list! seq less? key)))
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(if (not (eq? ret seq))
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(do ((crt ret (cdr crt)))
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((eq? (cdr crt) seq)
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(set-cdr! crt ret)
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(let ((scar (car seq)) (scdr (cdr seq)))
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(set-car! seq (car ret)) (set-cdr! seq (cdr ret))
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(set-car! ret scar) (set-cdr! ret scdr)))))
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seq))))
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;;; (sort sequence less?)
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;;; sorts a array, string, or list non-destructively. It does this
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;;; by sorting a copy of the sequence. My understanding is that the
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;;; Standard says that the result of append is always "newly
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;;; allocated" except for sharing structure with "the last argument",
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;;; so (append x '()) ought to be a standard way of copying a list x.
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;@
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(define (sort seq less? . opt-key)
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(define key (if (null? opt-key) #f (car opt-key)))
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(cond ((array? seq)
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(let ((dims (array-dimensions seq)))
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(define newra (apply make-array seq dims))
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(do ((sorted (sort:sort-list! (rank-1-array->list seq) less? key)
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(cdr sorted))
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(i 0 (+ i 1)))
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((null? sorted) newra)
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(array-set! newra (car sorted) i))))
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(else (sort:sort-list! (append seq '()) less? key))))
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@ -80,10 +80,11 @@ value_t fl_string_decode(value_t *args, u_int32_t nargs)
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{
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int term=0;
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if (nargs == 2) {
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term = (POP() != FL_F);
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nargs--;
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term = (args[1] != FL_F);
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}
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else {
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argcount("string.decode", nargs, 1);
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}
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argcount("string.decode", nargs, 1);
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if (!isstring(args[0]))
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type_error("string.decode", "string", args[0]);
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cvalue_t *cv = (cvalue_t*)ptr(args[0]);
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@ -119,9 +120,9 @@ value_t fl_string(value_t *args, u_int32_t nargs)
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}
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set(printreadablysym, oldpr);
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set(printprettysym, oldpp);
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PUSH(buf);
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value_t outp = stream_to_string(&Stack[SP-1]);
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(void)POP();
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fl_gc_handle(&buf);
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value_t outp = stream_to_string(&buf);
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fl_free_gc_handles(1);
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return outp;
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}
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@ -132,10 +133,12 @@ value_t fl_string_split(value_t *args, u_int32_t nargs)
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char *delim = tostring(args[1], "string.split");
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size_t len = cv_len((cvalue_t*)ptr(args[0]));
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size_t dlen = cv_len((cvalue_t*)ptr(args[1]));
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PUSH(NIL);
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size_t ssz, tokend=0, tokstart=0, i=0;
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value_t c=NIL;
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value_t first=NIL, c=NIL, last;
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size_t junk;
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fl_gc_handle(&first);
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fl_gc_handle(&last);
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do {
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// find and allocate next token
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tokstart = tokend = i;
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@ -143,7 +146,7 @@ value_t fl_string_split(value_t *args, u_int32_t nargs)
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!u8_memchr(delim, u8_nextmemchar(s, &i), dlen, &junk))
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tokend = i;
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ssz = tokend - tokstart;
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PUSH(c); // save previous cons cell
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last = c; // save previous cons cell
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c = fl_cons(cvalue_string(ssz), NIL);
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// we've done allocation; reload movable pointers
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@ -153,19 +156,17 @@ value_t fl_string_split(value_t *args, u_int32_t nargs)
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if (ssz) memcpy(cv_data((cvalue_t*)ptr(car_(c))), &s[tokstart], ssz);
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// link new cell
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if (Stack[SP-1] == NIL) {
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Stack[SP-2] = c; // first time, save first cons
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(void)POP();
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}
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else {
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((cons_t*)ptr(POP()))->cdr = c;
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}
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if (last == NIL)
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first = c; // first time, save first cons
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else
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((cons_t*)ptr(last))->cdr = c;
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// note this tricky condition: if the string ends with a
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// delimiter, we need to go around one more time to add an
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// empty string. this happens when (i==len && tokend<i)
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} while (i < len || (i==len && (tokend!=i)));
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return POP();
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fl_free_gc_handles(2);
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return first;
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}
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value_t fl_string_sub(value_t *args, u_int32_t nargs)
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