Reduce qsort stack consumption
Classical function call recursion wastes a lot of stack space. Each recursion level requires a full stack frame comprising all local variables and additional space as dictated by the processor calling convention. This implementation instead stores the variables that are unique for each recursion level in a parameter stack array, and uses iteration to emulate recursion. Function call recursion is not used until the array is full. To ensure the stack consumption isn't worsened by this design, the size of the parameter stack array is chosen to be similar to the stack frame excluding the array. Each function call recursion level can handle 8 iterative recursion levels. Stack consumption will worsen when sorting tiny arrays that do not need recursion (of 6 elements or less). It will be about equal for up to 15 elements, and be an improvement for larger arrays. The best case improvement is a stack size reduction down to about one quarter of the stack consumption before the change. A design where the parameter stack array is large enough for the worst case recursion level was rejected because it would worsen the stack consumption when sorting arrays smaller than about 1500 elements. The worst case is 31 levels on a 32-bit system. A design with a dynamic parameter array size was rejected because of limitations in some compilers.
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@ -145,6 +145,22 @@ __unused
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:(CMP(thunk, b, c) > 0 ? b : (CMP(thunk, a, c) < 0 ? a : c ));
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}
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/*
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* Classical function call recursion wastes a lot of stack space. Each
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* recursion level requires a full stack frame comprising all local variables
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* and additional space as dictated by the processor calling convention.
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*
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* This implementation instead stores the variables that are unique for each
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* recursion level in a parameter stack array, and uses iteration to emulate
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* recursion. Function call recursion is not used until the array is full.
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*
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* To ensure the stack consumption isn't worsened by this design, the size of
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* the parameter stack array is chosen to be similar to the stack frame
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* excluding the array. Each function call recursion level can handle this
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* number of iterative recursion levels.
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*/
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#define PARAMETER_STACK_LEVELS 8u
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#if defined(I_AM_QSORT_R)
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void
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__bsd_qsort_r (void *a,
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@ -172,6 +188,8 @@ qsort (void *a,
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size_t d, r;
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int cmp_result;
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int swaptype, swap_cnt;
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size_t recursion_level = 0;
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struct { void *a; size_t n; } parameter_stack[PARAMETER_STACK_LEVELS];
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SWAPINIT(a, es);
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loop: swap_cnt = 0;
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@ -181,7 +199,7 @@ loop: swap_cnt = 0;
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for (pl = pm; pl > (char *) a && CMP(thunk, pl - es, pl) > 0;
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pl -= es)
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swap(pl, pl - es);
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return;
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goto pop;
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}
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/* Select a pivot element, move it to the left. */
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@ -239,7 +257,7 @@ loop: swap_cnt = 0;
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for (pl = pm; pl > (char *) a && CMP(thunk, pl - es, pl) > 0;
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pl -= es)
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swap(pl, pl - es);
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return;
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goto pop;
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}
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/*
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@ -280,18 +298,48 @@ loop: swap_cnt = 0;
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* recursion depth that is bounded to be less than (log2(n)).
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*/
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if (r > es) { /* Smaller part > 1 element. Both parts need sorting. */
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/* Sort smaller part using recursion. */
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if (recursion_level < PARAMETER_STACK_LEVELS) {
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/*
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* The smaller part needs to be recursively sorted
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* before the larger part is sorted. To avoid function
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* call recursion the parameters for the larger part
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* are pushed on the parameter_stack array. The smaller
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* part is sorted using iteration and the larger part
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* will be sorted when the parameter_stack is popped
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* after the smaller part has been sorted.
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*/
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parameter_stack[recursion_level].a = a;
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parameter_stack[recursion_level].n = n / es;
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recursion_level++;
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a = pa;
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n = r / es;
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goto loop;
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}
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else {
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/*
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* The parameter_stack array is full. The smaller part
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* is sorted using function call recursion. The larger
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* part will be sorted after the function call returns.
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*/
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#if defined(I_AM_QSORT_R)
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__bsd_qsort_r(pa, r / es, es, thunk, cmp);
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__bsd_qsort_r(pa, r / es, es, thunk, cmp);
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#elif defined(I_AM_GNU_QSORT_R)
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qsort_r(pa, r / es, es, cmp, thunk);
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qsort_r(pa, r / es, es, cmp, thunk);
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#else
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qsort(pa, r / es, es, cmp);
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qsort(pa, r / es, es, cmp);
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#endif
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}
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}
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if (n > es) { /* The larger part needs sorting. Iterate to sort. */
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n = n / es;
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goto loop;
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}
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/* Both left and right parts are one element or less - level done. */
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pop:
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if (recursion_level != 0) {
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recursion_level--;
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a = parameter_stack[recursion_level].a;
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n = parameter_stack[recursion_level].n;
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goto loop;
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}
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}
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