2020-06-15 14:18:57 +00:00
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/*-*- mode:c;indent-tabs-mode:nil;c-basic-offset:2;tab-width:8;coding:utf-8 -*-│
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│vi: set net ft=c ts=2 sts=2 sw=2 fenc=utf-8 :vi│
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╞══════════════════════════════════════════════════════════════════════════════╡
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│ Copyright 2020 Justine Alexandra Roberts Tunney │
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│ │
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2020-12-28 01:18:44 +00:00
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│ Permission to use, copy, modify, and/or distribute this software for │
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│ any purpose with or without fee is hereby granted, provided that the │
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│ above copyright notice and this permission notice appear in all copies. │
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2020-06-15 14:18:57 +00:00
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│ │
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2020-12-28 01:18:44 +00:00
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│ THE SOFTWARE IS PROVIDED "AS IS" AND THE AUTHOR DISCLAIMS ALL │
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│ WARRANTIES WITH REGARD TO THIS SOFTWARE INCLUDING ALL IMPLIED │
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│ WARRANTIES OF MERCHANTABILITY AND FITNESS. IN NO EVENT SHALL THE │
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│ AUTHOR BE LIABLE FOR ANY SPECIAL, DIRECT, INDIRECT, OR CONSEQUENTIAL │
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│ DAMAGES OR ANY DAMAGES WHATSOEVER RESULTING FROM LOSS OF USE, DATA OR │
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│ PROFITS, WHETHER IN AN ACTION OF CONTRACT, NEGLIGENCE OR OTHER │
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│ TORTIOUS ACTION, ARISING OUT OF OR IN CONNECTION WITH THE USE OR │
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│ PERFORMANCE OF THIS SOFTWARE. │
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2020-06-15 14:18:57 +00:00
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╚─────────────────────────────────────────────────────────────────────────────*/
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2022-08-11 19:13:18 +00:00
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#include "libc/intrin/bits.h"
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2021-03-01 07:42:35 +00:00
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#include "libc/macros.internal.h"
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Use a better sorting algorithm
This change changes qsort() to use the same code as NetBSD and MacOS
because it goes 6x faster than Musl's SmoothSort function. Smoothsort
can still be used if you need something that's provenly linearithmic.
This change also improves GNU Make performance on whole by 7 percent!
netbsd nearly l: 70,196c 22,673ns m: 68,428c 22,102ns
musl nearly l: 53,844c 17,391ns m: 58,726c 18,968ns
unixv6 nearly l: 65,885c 21,280ns m: 63,082c 20,375ns
netbsd reverse l: 120,290c 38,853ns m: 122,619c 39,605ns
musl reverse l: 801,826c 258,985ns m: 794,689c 256,680ns
unixv6 reverse l: 58,977c 19,049ns m: 59,764c 19,303ns
netbsd random l: 146,745c 47,398ns m: 145,782c 47,087ns
musl random l: 855,804c 276,420ns m: 850,912c 274,840ns
unixv6 random l: 214,325c 69,226ns m: 213,906c 69,090ns
netbsd 2n l: 77,299c 24,967ns m: 76,773c 24,797ns
musl 2n l: 818,012c 264,213ns m: 818,282c 264,301ns
unixv6 2n l: 3,967,009c 1,281,322ns m: 3,941,792c 1,273,177ns
https://justine.lol/dox/sort.pdf
2022-09-06 18:04:29 +00:00
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#include "libc/mem/alg.h"
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2022-09-13 06:10:38 +00:00
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#include "libc/mem/gc.h"
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2021-02-01 11:33:13 +00:00
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#include "libc/mem/mem.h"
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2022-09-08 13:06:22 +00:00
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#include "libc/runtime/runtime.h"
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Use a better sorting algorithm
This change changes qsort() to use the same code as NetBSD and MacOS
because it goes 6x faster than Musl's SmoothSort function. Smoothsort
can still be used if you need something that's provenly linearithmic.
This change also improves GNU Make performance on whole by 7 percent!
netbsd nearly l: 70,196c 22,673ns m: 68,428c 22,102ns
musl nearly l: 53,844c 17,391ns m: 58,726c 18,968ns
unixv6 nearly l: 65,885c 21,280ns m: 63,082c 20,375ns
netbsd reverse l: 120,290c 38,853ns m: 122,619c 39,605ns
musl reverse l: 801,826c 258,985ns m: 794,689c 256,680ns
unixv6 reverse l: 58,977c 19,049ns m: 59,764c 19,303ns
netbsd random l: 146,745c 47,398ns m: 145,782c 47,087ns
musl random l: 855,804c 276,420ns m: 850,912c 274,840ns
unixv6 random l: 214,325c 69,226ns m: 213,906c 69,090ns
netbsd 2n l: 77,299c 24,967ns m: 76,773c 24,797ns
musl 2n l: 818,012c 264,213ns m: 818,282c 264,301ns
unixv6 2n l: 3,967,009c 1,281,322ns m: 3,941,792c 1,273,177ns
https://justine.lol/dox/sort.pdf
2022-09-06 18:04:29 +00:00
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#include "libc/stdio/rand.h"
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#include "libc/stdio/stdio.h"
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2020-06-15 14:18:57 +00:00
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#include "libc/str/str.h"
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2021-10-04 10:23:31 +00:00
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#include "libc/testlib/ezbench.h"
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2020-06-15 14:18:57 +00:00
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#include "libc/testlib/testlib.h"
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2022-09-13 06:10:38 +00:00
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int CompareInt(const void *a, const void *b) {
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const int *x = a;
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const int *y = b;
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if (*x < *y) return -1;
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if (*x > *y) return +1;
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return 0;
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}
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2021-10-04 10:23:31 +00:00
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int CompareLong(const void *a, const void *b) {
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const long *x = a;
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const long *y = b;
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if (*x < *y) return -1;
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if (*x > *y) return +1;
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return 0;
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}
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2020-06-15 14:18:57 +00:00
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TEST(qsort, test) {
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const int32_t A[][2] = {{4, 'a'}, {65, 'b'}, {2, 'c'}, {-31, 'd'},
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{0, 'e'}, {99, 'f'}, {2, 'g'}, {83, 'h'},
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{782, 'i'}, {1, 'j'}};
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const int32_t B[][2] = {{-31, 'd'}, {0, 'e'}, {1, 'j'}, {2, 'c'},
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{2, 'g'}, {4, 'a'}, {65, 'b'}, {83, 'h'},
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{99, 'f'}, {782, 'i'}};
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2021-02-01 11:33:13 +00:00
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int32_t(*M)[2] = malloc(sizeof(A));
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2020-06-15 14:18:57 +00:00
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memcpy(M, B, sizeof(A));
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2022-09-13 06:10:38 +00:00
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qsort(M, ARRAYLEN(A), sizeof(*M), CompareInt);
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2020-06-15 14:18:57 +00:00
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EXPECT_EQ(0, memcmp(M, B, sizeof(B)));
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2021-02-01 11:33:13 +00:00
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free(M);
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2020-06-15 14:18:57 +00:00
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}
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2021-10-04 10:23:31 +00:00
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2022-09-07 12:23:44 +00:00
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TEST(qsort, equivalence_random) {
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2022-09-07 00:52:26 +00:00
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size_t i;
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size_t n = 1000;
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2022-09-13 06:10:38 +00:00
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long *a = _gc(malloc(n * sizeof(long)));
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long *b = _gc(malloc(n * sizeof(long)));
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long *c = _gc(malloc(n * sizeof(long)));
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2022-09-07 00:52:26 +00:00
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for (i = 0; i < n; ++i) a[i] = lemur64();
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memcpy(b, a, n * sizeof(long));
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memcpy(c, a, n * sizeof(long));
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qsort(b, n, sizeof(long), CompareLong);
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heapsort(c, n, sizeof(long), CompareLong);
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ASSERT_EQ(0, memcmp(b, c, n * sizeof(long)));
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2022-09-08 13:06:22 +00:00
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memcpy(c, a, n * sizeof(long));
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2022-09-07 00:52:26 +00:00
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mergesort(c, n, sizeof(long), CompareLong);
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ASSERT_EQ(0, memcmp(b, c, n * sizeof(long)));
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2022-09-08 13:06:22 +00:00
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memcpy(c, a, n * sizeof(long));
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2022-09-07 00:52:26 +00:00
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smoothsort(c, n, sizeof(long), CompareLong);
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ASSERT_EQ(0, memcmp(b, c, n * sizeof(long)));
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2022-09-08 13:06:22 +00:00
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memcpy(c, a, n * sizeof(long));
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2022-09-13 06:10:38 +00:00
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_longsort(c, n);
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2022-09-08 13:06:22 +00:00
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ASSERT_EQ(0, memcmp(b, c, n * sizeof(long)));
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2022-09-07 00:52:26 +00:00
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}
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2022-09-07 12:23:44 +00:00
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TEST(qsort, equivalence_reverse) {
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2022-09-07 00:52:26 +00:00
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size_t i;
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size_t n = 1000;
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2022-09-13 06:10:38 +00:00
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long *a = _gc(malloc(n * sizeof(long)));
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long *b = _gc(malloc(n * sizeof(long)));
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long *c = _gc(malloc(n * sizeof(long)));
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2022-09-07 00:52:26 +00:00
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for (i = 0; i < n; ++i) a[n - i - 1] = i;
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memcpy(b, a, n * sizeof(long));
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memcpy(c, a, n * sizeof(long));
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qsort(b, n, sizeof(long), CompareLong);
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heapsort(c, n, sizeof(long), CompareLong);
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ASSERT_EQ(0, memcmp(b, c, n * sizeof(long)));
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2022-09-08 13:06:22 +00:00
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memcpy(c, a, n * sizeof(long));
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2022-09-07 00:52:26 +00:00
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mergesort(c, n, sizeof(long), CompareLong);
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ASSERT_EQ(0, memcmp(b, c, n * sizeof(long)));
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2022-09-08 13:06:22 +00:00
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memcpy(c, a, n * sizeof(long));
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2022-09-07 00:52:26 +00:00
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smoothsort(c, n, sizeof(long), CompareLong);
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ASSERT_EQ(0, memcmp(b, c, n * sizeof(long)));
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2022-09-08 13:06:22 +00:00
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memcpy(c, a, n * sizeof(long));
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2022-09-13 06:10:38 +00:00
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_longsort(c, n);
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2022-09-08 13:06:22 +00:00
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ASSERT_EQ(0, memcmp(b, c, n * sizeof(long)));
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2022-09-07 00:52:26 +00:00
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}
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2021-10-04 10:23:31 +00:00
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BENCH(qsort, bench) {
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Use a better sorting algorithm
This change changes qsort() to use the same code as NetBSD and MacOS
because it goes 6x faster than Musl's SmoothSort function. Smoothsort
can still be used if you need something that's provenly linearithmic.
This change also improves GNU Make performance on whole by 7 percent!
netbsd nearly l: 70,196c 22,673ns m: 68,428c 22,102ns
musl nearly l: 53,844c 17,391ns m: 58,726c 18,968ns
unixv6 nearly l: 65,885c 21,280ns m: 63,082c 20,375ns
netbsd reverse l: 120,290c 38,853ns m: 122,619c 39,605ns
musl reverse l: 801,826c 258,985ns m: 794,689c 256,680ns
unixv6 reverse l: 58,977c 19,049ns m: 59,764c 19,303ns
netbsd random l: 146,745c 47,398ns m: 145,782c 47,087ns
musl random l: 855,804c 276,420ns m: 850,912c 274,840ns
unixv6 random l: 214,325c 69,226ns m: 213,906c 69,090ns
netbsd 2n l: 77,299c 24,967ns m: 76,773c 24,797ns
musl 2n l: 818,012c 264,213ns m: 818,282c 264,301ns
unixv6 2n l: 3,967,009c 1,281,322ns m: 3,941,792c 1,273,177ns
https://justine.lol/dox/sort.pdf
2022-09-06 18:04:29 +00:00
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size_t i;
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2021-10-04 10:23:31 +00:00
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size_t n = 1000;
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2022-09-13 06:10:38 +00:00
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long *p1 = _gc(malloc(n * sizeof(long)));
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long *p2 = _gc(malloc(n * sizeof(long)));
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Use a better sorting algorithm
This change changes qsort() to use the same code as NetBSD and MacOS
because it goes 6x faster than Musl's SmoothSort function. Smoothsort
can still be used if you need something that's provenly linearithmic.
This change also improves GNU Make performance on whole by 7 percent!
netbsd nearly l: 70,196c 22,673ns m: 68,428c 22,102ns
musl nearly l: 53,844c 17,391ns m: 58,726c 18,968ns
unixv6 nearly l: 65,885c 21,280ns m: 63,082c 20,375ns
netbsd reverse l: 120,290c 38,853ns m: 122,619c 39,605ns
musl reverse l: 801,826c 258,985ns m: 794,689c 256,680ns
unixv6 reverse l: 58,977c 19,049ns m: 59,764c 19,303ns
netbsd random l: 146,745c 47,398ns m: 145,782c 47,087ns
musl random l: 855,804c 276,420ns m: 850,912c 274,840ns
unixv6 random l: 214,325c 69,226ns m: 213,906c 69,090ns
netbsd 2n l: 77,299c 24,967ns m: 76,773c 24,797ns
musl 2n l: 818,012c 264,213ns m: 818,282c 264,301ns
unixv6 2n l: 3,967,009c 1,281,322ns m: 3,941,792c 1,273,177ns
https://justine.lol/dox/sort.pdf
2022-09-06 18:04:29 +00:00
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printf("\n");
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for (i = 0; i < n; ++i) p1[i] = i + ((lemur64() % 3) - 1);
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EZBENCH2("qsort nearly", memcpy(p2, p1, n * sizeof(long)),
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qsort(p2, n, sizeof(long), CompareLong));
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2022-09-07 00:52:26 +00:00
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EZBENCH2("heapsort nearly", memcpy(p2, p1, n * sizeof(long)),
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heapsort(p2, n, sizeof(long), CompareLong));
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EZBENCH2("mergesort nearly", memcpy(p2, p1, n * sizeof(long)),
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mergesort(p2, n, sizeof(long), CompareLong));
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Use a better sorting algorithm
This change changes qsort() to use the same code as NetBSD and MacOS
because it goes 6x faster than Musl's SmoothSort function. Smoothsort
can still be used if you need something that's provenly linearithmic.
This change also improves GNU Make performance on whole by 7 percent!
netbsd nearly l: 70,196c 22,673ns m: 68,428c 22,102ns
musl nearly l: 53,844c 17,391ns m: 58,726c 18,968ns
unixv6 nearly l: 65,885c 21,280ns m: 63,082c 20,375ns
netbsd reverse l: 120,290c 38,853ns m: 122,619c 39,605ns
musl reverse l: 801,826c 258,985ns m: 794,689c 256,680ns
unixv6 reverse l: 58,977c 19,049ns m: 59,764c 19,303ns
netbsd random l: 146,745c 47,398ns m: 145,782c 47,087ns
musl random l: 855,804c 276,420ns m: 850,912c 274,840ns
unixv6 random l: 214,325c 69,226ns m: 213,906c 69,090ns
netbsd 2n l: 77,299c 24,967ns m: 76,773c 24,797ns
musl 2n l: 818,012c 264,213ns m: 818,282c 264,301ns
unixv6 2n l: 3,967,009c 1,281,322ns m: 3,941,792c 1,273,177ns
https://justine.lol/dox/sort.pdf
2022-09-06 18:04:29 +00:00
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EZBENCH2("smoothsort nearly", memcpy(p2, p1, n * sizeof(long)),
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smoothsort(p2, n, sizeof(long), CompareLong));
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2022-09-13 06:10:38 +00:00
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EZBENCH2("_longsort nearly", memcpy(p2, p1, n * sizeof(long)),
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_longsort(p2, n));
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Use a better sorting algorithm
This change changes qsort() to use the same code as NetBSD and MacOS
because it goes 6x faster than Musl's SmoothSort function. Smoothsort
can still be used if you need something that's provenly linearithmic.
This change also improves GNU Make performance on whole by 7 percent!
netbsd nearly l: 70,196c 22,673ns m: 68,428c 22,102ns
musl nearly l: 53,844c 17,391ns m: 58,726c 18,968ns
unixv6 nearly l: 65,885c 21,280ns m: 63,082c 20,375ns
netbsd reverse l: 120,290c 38,853ns m: 122,619c 39,605ns
musl reverse l: 801,826c 258,985ns m: 794,689c 256,680ns
unixv6 reverse l: 58,977c 19,049ns m: 59,764c 19,303ns
netbsd random l: 146,745c 47,398ns m: 145,782c 47,087ns
musl random l: 855,804c 276,420ns m: 850,912c 274,840ns
unixv6 random l: 214,325c 69,226ns m: 213,906c 69,090ns
netbsd 2n l: 77,299c 24,967ns m: 76,773c 24,797ns
musl 2n l: 818,012c 264,213ns m: 818,282c 264,301ns
unixv6 2n l: 3,967,009c 1,281,322ns m: 3,941,792c 1,273,177ns
https://justine.lol/dox/sort.pdf
2022-09-06 18:04:29 +00:00
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printf("\n");
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for (i = 0; i < n; ++i) p1[i] = n - i;
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EZBENCH2("qsort reverse", memcpy(p2, p1, n * sizeof(long)),
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qsort(p2, n, sizeof(long), CompareLong));
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2022-09-07 00:52:26 +00:00
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EZBENCH2("heapsort reverse", memcpy(p2, p1, n * sizeof(long)),
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heapsort(p2, n, sizeof(long), CompareLong));
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EZBENCH2("mergesort reverse", memcpy(p2, p1, n * sizeof(long)),
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mergesort(p2, n, sizeof(long), CompareLong));
|
Use a better sorting algorithm
This change changes qsort() to use the same code as NetBSD and MacOS
because it goes 6x faster than Musl's SmoothSort function. Smoothsort
can still be used if you need something that's provenly linearithmic.
This change also improves GNU Make performance on whole by 7 percent!
netbsd nearly l: 70,196c 22,673ns m: 68,428c 22,102ns
musl nearly l: 53,844c 17,391ns m: 58,726c 18,968ns
unixv6 nearly l: 65,885c 21,280ns m: 63,082c 20,375ns
netbsd reverse l: 120,290c 38,853ns m: 122,619c 39,605ns
musl reverse l: 801,826c 258,985ns m: 794,689c 256,680ns
unixv6 reverse l: 58,977c 19,049ns m: 59,764c 19,303ns
netbsd random l: 146,745c 47,398ns m: 145,782c 47,087ns
musl random l: 855,804c 276,420ns m: 850,912c 274,840ns
unixv6 random l: 214,325c 69,226ns m: 213,906c 69,090ns
netbsd 2n l: 77,299c 24,967ns m: 76,773c 24,797ns
musl 2n l: 818,012c 264,213ns m: 818,282c 264,301ns
unixv6 2n l: 3,967,009c 1,281,322ns m: 3,941,792c 1,273,177ns
https://justine.lol/dox/sort.pdf
2022-09-06 18:04:29 +00:00
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EZBENCH2("smoothsort reverse", memcpy(p2, p1, n * sizeof(long)),
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smoothsort(p2, n, sizeof(long), CompareLong));
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2022-09-13 06:10:38 +00:00
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EZBENCH2("_longsort reverse", memcpy(p2, p1, n * sizeof(long)),
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_longsort(p2, n));
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Use a better sorting algorithm
This change changes qsort() to use the same code as NetBSD and MacOS
because it goes 6x faster than Musl's SmoothSort function. Smoothsort
can still be used if you need something that's provenly linearithmic.
This change also improves GNU Make performance on whole by 7 percent!
netbsd nearly l: 70,196c 22,673ns m: 68,428c 22,102ns
musl nearly l: 53,844c 17,391ns m: 58,726c 18,968ns
unixv6 nearly l: 65,885c 21,280ns m: 63,082c 20,375ns
netbsd reverse l: 120,290c 38,853ns m: 122,619c 39,605ns
musl reverse l: 801,826c 258,985ns m: 794,689c 256,680ns
unixv6 reverse l: 58,977c 19,049ns m: 59,764c 19,303ns
netbsd random l: 146,745c 47,398ns m: 145,782c 47,087ns
musl random l: 855,804c 276,420ns m: 850,912c 274,840ns
unixv6 random l: 214,325c 69,226ns m: 213,906c 69,090ns
netbsd 2n l: 77,299c 24,967ns m: 76,773c 24,797ns
musl 2n l: 818,012c 264,213ns m: 818,282c 264,301ns
unixv6 2n l: 3,967,009c 1,281,322ns m: 3,941,792c 1,273,177ns
https://justine.lol/dox/sort.pdf
2022-09-06 18:04:29 +00:00
|
|
|
|
|
|
|
printf("\n");
|
2021-10-04 10:23:31 +00:00
|
|
|
rngset(p1, n * sizeof(long), 0, 0);
|
Use a better sorting algorithm
This change changes qsort() to use the same code as NetBSD and MacOS
because it goes 6x faster than Musl's SmoothSort function. Smoothsort
can still be used if you need something that's provenly linearithmic.
This change also improves GNU Make performance on whole by 7 percent!
netbsd nearly l: 70,196c 22,673ns m: 68,428c 22,102ns
musl nearly l: 53,844c 17,391ns m: 58,726c 18,968ns
unixv6 nearly l: 65,885c 21,280ns m: 63,082c 20,375ns
netbsd reverse l: 120,290c 38,853ns m: 122,619c 39,605ns
musl reverse l: 801,826c 258,985ns m: 794,689c 256,680ns
unixv6 reverse l: 58,977c 19,049ns m: 59,764c 19,303ns
netbsd random l: 146,745c 47,398ns m: 145,782c 47,087ns
musl random l: 855,804c 276,420ns m: 850,912c 274,840ns
unixv6 random l: 214,325c 69,226ns m: 213,906c 69,090ns
netbsd 2n l: 77,299c 24,967ns m: 76,773c 24,797ns
musl 2n l: 818,012c 264,213ns m: 818,282c 264,301ns
unixv6 2n l: 3,967,009c 1,281,322ns m: 3,941,792c 1,273,177ns
https://justine.lol/dox/sort.pdf
2022-09-06 18:04:29 +00:00
|
|
|
EZBENCH2("qsort random", memcpy(p2, p1, n * sizeof(long)),
|
|
|
|
qsort(p2, n, sizeof(long), CompareLong));
|
2022-09-07 00:52:26 +00:00
|
|
|
EZBENCH2("heapsort random", memcpy(p2, p1, n * sizeof(long)),
|
|
|
|
heapsort(p2, n, sizeof(long), CompareLong));
|
|
|
|
EZBENCH2("mergesort random", memcpy(p2, p1, n * sizeof(long)),
|
|
|
|
mergesort(p2, n, sizeof(long), CompareLong));
|
Use a better sorting algorithm
This change changes qsort() to use the same code as NetBSD and MacOS
because it goes 6x faster than Musl's SmoothSort function. Smoothsort
can still be used if you need something that's provenly linearithmic.
This change also improves GNU Make performance on whole by 7 percent!
netbsd nearly l: 70,196c 22,673ns m: 68,428c 22,102ns
musl nearly l: 53,844c 17,391ns m: 58,726c 18,968ns
unixv6 nearly l: 65,885c 21,280ns m: 63,082c 20,375ns
netbsd reverse l: 120,290c 38,853ns m: 122,619c 39,605ns
musl reverse l: 801,826c 258,985ns m: 794,689c 256,680ns
unixv6 reverse l: 58,977c 19,049ns m: 59,764c 19,303ns
netbsd random l: 146,745c 47,398ns m: 145,782c 47,087ns
musl random l: 855,804c 276,420ns m: 850,912c 274,840ns
unixv6 random l: 214,325c 69,226ns m: 213,906c 69,090ns
netbsd 2n l: 77,299c 24,967ns m: 76,773c 24,797ns
musl 2n l: 818,012c 264,213ns m: 818,282c 264,301ns
unixv6 2n l: 3,967,009c 1,281,322ns m: 3,941,792c 1,273,177ns
https://justine.lol/dox/sort.pdf
2022-09-06 18:04:29 +00:00
|
|
|
EZBENCH2("smoothsort random", memcpy(p2, p1, n * sizeof(long)),
|
|
|
|
smoothsort(p2, n, sizeof(long), CompareLong));
|
2022-09-13 06:10:38 +00:00
|
|
|
EZBENCH2("_longsort random", memcpy(p2, p1, n * sizeof(long)),
|
|
|
|
_longsort(p2, n));
|
Use a better sorting algorithm
This change changes qsort() to use the same code as NetBSD and MacOS
because it goes 6x faster than Musl's SmoothSort function. Smoothsort
can still be used if you need something that's provenly linearithmic.
This change also improves GNU Make performance on whole by 7 percent!
netbsd nearly l: 70,196c 22,673ns m: 68,428c 22,102ns
musl nearly l: 53,844c 17,391ns m: 58,726c 18,968ns
unixv6 nearly l: 65,885c 21,280ns m: 63,082c 20,375ns
netbsd reverse l: 120,290c 38,853ns m: 122,619c 39,605ns
musl reverse l: 801,826c 258,985ns m: 794,689c 256,680ns
unixv6 reverse l: 58,977c 19,049ns m: 59,764c 19,303ns
netbsd random l: 146,745c 47,398ns m: 145,782c 47,087ns
musl random l: 855,804c 276,420ns m: 850,912c 274,840ns
unixv6 random l: 214,325c 69,226ns m: 213,906c 69,090ns
netbsd 2n l: 77,299c 24,967ns m: 76,773c 24,797ns
musl 2n l: 818,012c 264,213ns m: 818,282c 264,301ns
unixv6 2n l: 3,967,009c 1,281,322ns m: 3,941,792c 1,273,177ns
https://justine.lol/dox/sort.pdf
2022-09-06 18:04:29 +00:00
|
|
|
|
|
|
|
printf("\n");
|
|
|
|
for (i = 0; i < n / 2; ++i) {
|
|
|
|
p1[i] = i;
|
|
|
|
p1[n - i - 1] = i;
|
|
|
|
}
|
|
|
|
EZBENCH2("qsort 2n", memcpy(p2, p1, n * sizeof(long)),
|
2021-10-04 10:23:31 +00:00
|
|
|
qsort(p2, n, sizeof(long), CompareLong));
|
2022-09-07 00:52:26 +00:00
|
|
|
EZBENCH2("heapsort 2n", memcpy(p2, p1, n * sizeof(long)),
|
|
|
|
heapsort(p2, n, sizeof(long), CompareLong));
|
|
|
|
EZBENCH2("mergesort 2n", memcpy(p2, p1, n * sizeof(long)),
|
|
|
|
mergesort(p2, n, sizeof(long), CompareLong));
|
Use a better sorting algorithm
This change changes qsort() to use the same code as NetBSD and MacOS
because it goes 6x faster than Musl's SmoothSort function. Smoothsort
can still be used if you need something that's provenly linearithmic.
This change also improves GNU Make performance on whole by 7 percent!
netbsd nearly l: 70,196c 22,673ns m: 68,428c 22,102ns
musl nearly l: 53,844c 17,391ns m: 58,726c 18,968ns
unixv6 nearly l: 65,885c 21,280ns m: 63,082c 20,375ns
netbsd reverse l: 120,290c 38,853ns m: 122,619c 39,605ns
musl reverse l: 801,826c 258,985ns m: 794,689c 256,680ns
unixv6 reverse l: 58,977c 19,049ns m: 59,764c 19,303ns
netbsd random l: 146,745c 47,398ns m: 145,782c 47,087ns
musl random l: 855,804c 276,420ns m: 850,912c 274,840ns
unixv6 random l: 214,325c 69,226ns m: 213,906c 69,090ns
netbsd 2n l: 77,299c 24,967ns m: 76,773c 24,797ns
musl 2n l: 818,012c 264,213ns m: 818,282c 264,301ns
unixv6 2n l: 3,967,009c 1,281,322ns m: 3,941,792c 1,273,177ns
https://justine.lol/dox/sort.pdf
2022-09-06 18:04:29 +00:00
|
|
|
EZBENCH2("smoothsort 2n", memcpy(p2, p1, n * sizeof(long)),
|
|
|
|
smoothsort(p2, n, sizeof(long), CompareLong));
|
2022-09-13 06:10:38 +00:00
|
|
|
EZBENCH2("_longsort 2n", memcpy(p2, p1, n * sizeof(long)), _longsort(p2, n));
|
2021-10-04 10:23:31 +00:00
|
|
|
}
|