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lib/sort.c: add _nonatomic() variants with cond_resched()
bcachefs calls sort() during recovery to sort all keys it found in the journal, and this may be very large - gigabytes on large machines. This has been causing "task blocked" warnings, so needs a cond_resched(). [kent.overstreet@linux.dev: fix kerneldoc] Link: https://lkml.kernel.org/r/cgsr5a447pxqomc4gvznsp5yroqmif4omd7o5lsr2swifjhoic@yzjjrx2bvrq7 Link: https://lkml.kernel.org/r/20250326152606.2594920-1-kent.overstreet@linux.dev Signed-off-by: Kent Overstreet <kent.overstreet@linux.dev> Cc: Kuan-Wei Chiu <visitorckw@gmail.com> Cc: Stephen Rothwell <sfr@canb.auug.org.au> Signed-off-by: Andrew Morton <akpm@linux-foundation.org>
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2 changed files with 90 additions and 31 deletions
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@ -13,4 +13,15 @@ void sort(void *base, size_t num, size_t size,
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cmp_func_t cmp_func,
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cmp_func_t cmp_func,
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swap_func_t swap_func);
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swap_func_t swap_func);
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/* Versions that periodically call cond_resched(): */
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void sort_r_nonatomic(void *base, size_t num, size_t size,
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cmp_r_func_t cmp_func,
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swap_r_func_t swap_func,
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const void *priv);
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void sort_nonatomic(void *base, size_t num, size_t size,
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cmp_func_t cmp_func,
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swap_func_t swap_func);
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#endif
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#endif
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106
lib/sort.c
106
lib/sort.c
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@ -186,36 +186,13 @@ static size_t parent(size_t i, unsigned int lsbit, size_t size)
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return i / 2;
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return i / 2;
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}
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}
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/**
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#include <linux/sched.h>
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* sort_r - sort an array of elements
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* @base: pointer to data to sort
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static void __sort_r(void *base, size_t num, size_t size,
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* @num: number of elements
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* @size: size of each element
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* @cmp_func: pointer to comparison function
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* @swap_func: pointer to swap function or NULL
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* @priv: third argument passed to comparison function
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*
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* This function does a heapsort on the given array. You may provide
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* a swap_func function if you need to do something more than a memory
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* copy (e.g. fix up pointers or auxiliary data), but the built-in swap
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* avoids a slow retpoline and so is significantly faster.
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*
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* The comparison function must adhere to specific mathematical
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* properties to ensure correct and stable sorting:
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* - Antisymmetry: cmp_func(a, b) must return the opposite sign of
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* cmp_func(b, a).
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* - Transitivity: if cmp_func(a, b) <= 0 and cmp_func(b, c) <= 0, then
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* cmp_func(a, c) <= 0.
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*
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* Sorting time is O(n log n) both on average and worst-case. While
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* quicksort is slightly faster on average, it suffers from exploitable
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* O(n*n) worst-case behavior and extra memory requirements that make
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* it less suitable for kernel use.
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*/
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void sort_r(void *base, size_t num, size_t size,
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cmp_r_func_t cmp_func,
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cmp_r_func_t cmp_func,
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swap_r_func_t swap_func,
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swap_r_func_t swap_func,
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const void *priv)
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const void *priv,
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bool may_schedule)
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{
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{
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/* pre-scale counters for performance */
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/* pre-scale counters for performance */
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size_t n = num * size, a = (num/2) * size;
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size_t n = num * size, a = (num/2) * size;
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@ -286,6 +263,9 @@ void sort_r(void *base, size_t num, size_t size,
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b = parent(b, lsbit, size);
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b = parent(b, lsbit, size);
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do_swap(base + b, base + c, size, swap_func, priv);
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do_swap(base + b, base + c, size, swap_func, priv);
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}
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}
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if (may_schedule)
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cond_resched();
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}
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}
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n -= size;
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n -= size;
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@ -293,8 +273,63 @@ void sort_r(void *base, size_t num, size_t size,
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if (n == size * 2 && do_cmp(base, base + size, cmp_func, priv) > 0)
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if (n == size * 2 && do_cmp(base, base + size, cmp_func, priv) > 0)
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do_swap(base, base + size, size, swap_func, priv);
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do_swap(base, base + size, size, swap_func, priv);
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}
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}
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/**
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* sort_r - sort an array of elements
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* @base: pointer to data to sort
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* @num: number of elements
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* @size: size of each element
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* @cmp_func: pointer to comparison function
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* @swap_func: pointer to swap function or NULL
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* @priv: third argument passed to comparison function
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*
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* This function does a heapsort on the given array. You may provide
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* a swap_func function if you need to do something more than a memory
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* copy (e.g. fix up pointers or auxiliary data), but the built-in swap
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* avoids a slow retpoline and so is significantly faster.
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*
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* The comparison function must adhere to specific mathematical
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* properties to ensure correct and stable sorting:
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* - Antisymmetry: cmp_func(a, b) must return the opposite sign of
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* cmp_func(b, a).
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* - Transitivity: if cmp_func(a, b) <= 0 and cmp_func(b, c) <= 0, then
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* cmp_func(a, c) <= 0.
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*
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* Sorting time is O(n log n) both on average and worst-case. While
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* quicksort is slightly faster on average, it suffers from exploitable
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* O(n*n) worst-case behavior and extra memory requirements that make
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* it less suitable for kernel use.
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*/
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void sort_r(void *base, size_t num, size_t size,
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cmp_r_func_t cmp_func,
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swap_r_func_t swap_func,
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const void *priv)
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{
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__sort_r(base, num, size, cmp_func, swap_func, priv, false);
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}
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EXPORT_SYMBOL(sort_r);
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EXPORT_SYMBOL(sort_r);
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/**
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* sort_r_nonatomic - sort an array of elements, with cond_resched
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* @base: pointer to data to sort
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* @num: number of elements
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* @size: size of each element
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* @cmp_func: pointer to comparison function
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* @swap_func: pointer to swap function or NULL
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* @priv: third argument passed to comparison function
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*
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* Same as sort_r, but preferred for larger arrays as it does a periodic
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* cond_resched().
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*/
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void sort_r_nonatomic(void *base, size_t num, size_t size,
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cmp_r_func_t cmp_func,
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swap_r_func_t swap_func,
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const void *priv)
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{
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__sort_r(base, num, size, cmp_func, swap_func, priv, true);
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}
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EXPORT_SYMBOL(sort_r_nonatomic);
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void sort(void *base, size_t num, size_t size,
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void sort(void *base, size_t num, size_t size,
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cmp_func_t cmp_func,
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cmp_func_t cmp_func,
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swap_func_t swap_func)
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swap_func_t swap_func)
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@ -304,6 +339,19 @@ void sort(void *base, size_t num, size_t size,
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.swap = swap_func,
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.swap = swap_func,
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};
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};
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return sort_r(base, num, size, _CMP_WRAPPER, SWAP_WRAPPER, &w);
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return __sort_r(base, num, size, _CMP_WRAPPER, SWAP_WRAPPER, &w, false);
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}
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}
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EXPORT_SYMBOL(sort);
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EXPORT_SYMBOL(sort);
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void sort_nonatomic(void *base, size_t num, size_t size,
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cmp_func_t cmp_func,
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swap_func_t swap_func)
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{
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struct wrapper w = {
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.cmp = cmp_func,
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.swap = swap_func,
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};
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return __sort_r(base, num, size, _CMP_WRAPPER, SWAP_WRAPPER, &w, true);
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}
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EXPORT_SYMBOL(sort_nonatomic);
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