diff options
Diffstat (limited to 'libgomp/testsuite/libgomp.c++/task-reduction-18.C')
-rw-r--r-- | libgomp/testsuite/libgomp.c++/task-reduction-18.C | 325 |
1 files changed, 325 insertions, 0 deletions
diff --git a/libgomp/testsuite/libgomp.c++/task-reduction-18.C b/libgomp/testsuite/libgomp.c++/task-reduction-18.C new file mode 100644 index 0000000..99c0e37 --- /dev/null +++ b/libgomp/testsuite/libgomp.c++/task-reduction-18.C @@ -0,0 +1,325 @@ +extern "C" void abort (); + +struct S { S (); S (long int, long int); ~S (); static int cnt1, cnt2, cnt3; long int s, t; }; + +int S::cnt1; +int S::cnt2; +int S::cnt3; + +S::S () +{ + #pragma omp atomic + cnt1++; +} + +S::S (long int x, long int y) : s (x), t (y) +{ + #pragma omp atomic update + ++cnt2; +} + +S::~S () +{ + #pragma omp atomic + cnt3 = cnt3 + 1; + if (t < 3 || t > 9 || (t & 1) == 0) + abort (); +} + +void +bar (S *p, S *o) +{ + p->s = 1; + if (o->t != 5) + abort (); + p->t = 9; +} + +static inline void +baz (S *o, S *i) +{ + if (o->t != 5 || i->t != 9) + abort (); + o->s *= i->s; +} + +#pragma omp declare reduction (+: S : omp_out.s += omp_in.s) initializer (omp_priv (0, 3)) +#pragma omp declare reduction (*: S : baz (&omp_out, &omp_in)) initializer (bar (&omp_priv, &omp_orig)) + +S a[2] = { { 0, 7 }, { 0, 7 } }; +S b[7] = { { 9, 5 }, { 11, 5 }, { 1, 5 }, { 1, 5 }, { 1, 5 }, { 13, 5 }, { 15, 5 } }; +S e[3] = { { 5, 7 }, { 0, 7 }, { 5, 7 } }; +S f[5] = { { 6, 7 }, { 7, 7 }, { 0, 7 }, { 0, 7 }, { 9, 7 } }; +S g[4] = { { 1, 7 }, { 0, 7 }, { 0, 7 }, { 2, 7 } }; +S h[3] = { { 0, 7 }, { 1, 7 }, { 4, 7 } }; +S k[4][2] = { { { 5, 7 }, { 6, 7 } }, { { 0, 7 }, { 0, 7 } }, { { 0, 7 }, { 0, 7 } }, { { 7, 7 }, { 8, 7 } } }; +S *s; +S (*t)[2]; + +template <int N> +void +foo (int n, S *c, S *d, S m[3], S *r, S o[4], S *p, S q[4][2]) +{ + int i; + for (i = 0; i < 2; i++) + #pragma omp task in_reduction (+: a, c[:2]) in_reduction (*: b[2 * n:3 * n], d[0:2]) \ + in_reduction (+: o[n:n*2], m[1], k[1:2][:], p[0], f[2:2]) \ + in_reduction (+: q[1:2][:], g[n:n*2], e[1], h[0], r[2:2]) \ + in_reduction (*: s[1:2], t[2:2][:]) + { + a[0].s += 7; + a[1].s += 17; + b[2].s *= 2; + b[4].s *= 2; + c[0].s += 6; + d[1].s *= 2; + e[1].s += 19; + f[2].s += 21; + f[3].s += 23; + g[1].s += 25; + g[2].s += 27; + h[0].s += 29; + k[1][0].s += 31; + k[2][1].s += 33; + m[1].s += 19; + r[2].s += 21; + r[3].s += 23; + o[1].s += 25; + o[2].s += 27; + p[0].s += 29; + q[1][0].s += 31; + q[2][1].s += 33; + s[1].s *= 2; + t[2][0].s *= 2; + t[3][1].s *= 2; + if ((e[1].t != 7 && e[1].t != 3) || (h[0].t != 7 && h[0].t != 3) + || (m[1].t != 7 && m[1].t != 3) || (p[0].t != 7 && p[0].t != 3)) + abort (); + for (int z = 0; z < 2; z++) + if ((a[z].t != 7 && a[z].t != 3) || (c[z].t != 7 && c[z].t != 3) + || (d[z].t != 5 && d[z].t != 9) || (f[z + 2].t != 7 && f[z + 2].t != 3) + || (g[z + 1].t != 7 && g[z + 1].t != 3) || (r[z + 2].t != 7 && r[z + 2].t != 3) + || (s[z + 1].t != 5 && s[z + 1].t != 9) || (o[z + 1].t != 7 && o[z + 1].t != 3) + || (k[z + 1][0].t != 7 && k[z + 1][0].t != 3) || (k[z + 1][1].t != 7 && k[z + 1][1].t != 3) + || (q[z + 1][0].t != 7 && q[z + 1][0].t != 3) || (q[z + 1][1].t != 7 && q[z + 1][1].t != 3) + || (t[z + 2][0].t != 5 && t[z + 2][0].t != 9) || (t[z + 2][1].t != 5 && t[z + 2][1].t != 9)) + abort (); + for (int z = 0; z < 3; z++) + if (b[z + 2].t != 5 && b[z + 2].t != 9) + abort (); + } +} + +template <int N> +void +test (int n) +{ + S c[2] = { { 0, 7 }, { 0, 7 } }; + S p[3] = { { 0, 7 }, { 1, 7 }, { 4, 7 } }; + S q[4][2] = { { { 5, 7 }, { 6, 7 } }, { { 0, 7 }, { 0, 7 } }, { { 0, 7 }, { 0, 7 } }, { { 7, 7 }, { 8, 7 } } }; + S ss[4] = { { 5, 5 }, { 1, 5 }, { 1, 5 }, { 6, 5 } }; + S tt[5][2] = { { { 9, 5 }, { 10, 5 } }, { { 11, 5 }, { 12, 5 } }, { { 1, 5 }, { 1, 5 } }, { { 1, 5 }, { 1, 5 } }, { { 13, 5 }, { 14, 5 } } }; + s = ss; + t = tt; + #pragma omp parallel num_threads (1) if (0) + { + S d[] = { { 1, 5 }, { 1, 5 } }; + S m[3] = { { 5, 7 }, { 0, 7 }, { 5, 7 } }; + S r[5] = { { 6, 7 }, { 7, 7 }, { 0, 7 }, { 0, 7 }, { 9, 7 } }; + S o[4] = { { 1, 7 }, { 0, 7 }, { 0, 7 }, { 2, 7 } }; + volatile unsigned long long x = 0; + volatile unsigned long long y = 4; + volatile unsigned long long z = 1; + #pragma omp parallel + { + #pragma omp for reduction (task, +: a, c) reduction (task, *: b[2 * n:3 * n], d) \ + reduction (task, +: e[1], f[2:2], g[n:n*2], h[0], k[1:2][0:2]) \ + reduction (task, +: o[n:n*2], m[1], q[1:2][:], p[0], r[2:2]) \ + reduction (task, *: t[2:2][:], s[1:n + 1]) \ + schedule (nonmonotonic: guided, 1) + for (unsigned long long i = x; i < y; i += z) + #pragma omp task in_reduction (+: a, c) in_reduction (*: b[2 * n:3 * n], d) \ + in_reduction (+: o[n:n*2], q[1:2][:], p[0], m[1], r[2:2]) \ + in_reduction (+: g[n:n * 2], e[1], k[1:2][:], h[0], f[2:2]) \ + in_reduction (*: s[1:2], t[2:2][:]) + { + int j; + a[0].s += 2; + a[1].s += 3; + b[2].s *= 2; + f[3].s += 8; + g[1].s += 9; + g[2].s += 10; + h[0].s += 11; + k[1][1].s += 13; + k[2][1].s += 15; + m[1].s += 16; + r[2].s += 8; + s[1].s *= 2; + t[2][1].s *= 2; + t[3][1].s *= 2; + if ((e[1].t != 7 && e[1].t != 3) || (h[0].t != 7 && h[0].t != 3) + || (m[1].t != 7 && m[1].t != 3) || (p[0].t != 7 && p[0].t != 3)) + abort (); + for (int z = 0; z < 2; z++) + if ((a[z].t != 7 && a[z].t != 3) || (c[z].t != 7 && c[z].t != 3) + || (d[z].t != 5 && d[z].t != 9) || (f[z + 2].t != 7 && f[z + 2].t != 3) + || (g[z + 1].t != 7 && g[z + 1].t != 3) || (r[z + 2].t != 7 && r[z + 2].t != 3) + || (s[z + 1].t != 5 && s[z + 1].t != 9) || (o[z + 1].t != 7 && o[z + 1].t != 3) + || (k[z + 1][0].t != 7 && k[z + 1][0].t != 3) || (k[z + 1][1].t != 7 && k[z + 1][1].t != 3) + || (q[z + 1][0].t != 7 && q[z + 1][0].t != 3) || (q[z + 1][1].t != 7 && q[z + 1][1].t != 3) + || (t[z + 2][0].t != 5 && t[z + 2][0].t != 9) || (t[z + 2][1].t != 5 && t[z + 2][1].t != 9)) + abort (); + for (int z = 0; z < 3; z++) + if (b[z + 2].t != 5 && b[z + 2].t != 9) + abort (); + for (j = 0; j < 2; j++) + #pragma omp task in_reduction (+: a, c[:2]) \ + in_reduction (*: b[2 * n:3 * n], d[n - 1:n + 1]) \ + in_reduction (+: e[1], f[2:2], g[n:n*2], h[0], k[1:2][:2]) \ + in_reduction (+: m[1], r[2:2], o[n:n*2], p[0], q[1:2][:2]) \ + in_reduction (*: s[n:2], t[2:2][:]) + { + m[1].s += 6; + r[2].s += 7; + q[1][0].s += 17; + q[2][0].s += 19; + a[0].s += 4; + a[1].s += 5; + b[3].s *= 2; + b[4].s *= 2; + f[3].s += 18; + g[1].s += 29; + g[2].s += 18; + h[0].s += 19; + s[2].s *= 2; + t[2][0].s *= 2; + t[3][0].s *= 2; + foo<N> (n, c, d, m, r, o, p, q); + if ((e[1].t != 7 && e[1].t != 3) || (h[0].t != 7 && h[0].t != 3) + || (m[1].t != 7 && m[1].t != 3) || (p[0].t != 7 && p[0].t != 3)) + abort (); + for (int z = 0; z < 2; z++) + if ((a[z].t != 7 && a[z].t != 3) || (c[z].t != 7 && c[z].t != 3) + || (d[z].t != 5 && d[z].t != 9) || (f[z + 2].t != 7 && f[z + 2].t != 3) + || (g[z + 1].t != 7 && g[z + 1].t != 3) || (r[z + 2].t != 7 && r[z + 2].t != 3) + || (s[z + 1].t != 5 && s[z + 1].t != 9) || (o[z + 1].t != 7 && o[z + 1].t != 3) + || (k[z + 1][0].t != 7 && k[z + 1][0].t != 3) || (k[z + 1][1].t != 7 && k[z + 1][1].t != 3) + || (q[z + 1][0].t != 7 && q[z + 1][0].t != 3) || (q[z + 1][1].t != 7 && q[z + 1][1].t != 3) + || (t[z + 2][0].t != 5 && t[z + 2][0].t != 9) || (t[z + 2][1].t != 5 && t[z + 2][1].t != 9)) + abort (); + for (int z = 0; z < 3; z++) + if (b[z + 2].t != 5 && b[z + 2].t != 9) + abort (); + r[3].s += 18; + o[1].s += 29; + o[2].s += 18; + p[0].s += 19; + c[0].s += 4; + c[1].s += 5; + d[0].s *= 2; + e[1].s += 6; + f[2].s += 7; + k[1][0].s += 17; + k[2][0].s += 19; + } + r[3].s += 8; + o[1].s += 9; + o[2].s += 10; + p[0].s += 11; + q[1][1].s += 13; + q[2][1].s += 15; + b[3].s *= 2; + c[0].s += 4; + c[1].s += 9; + d[0].s *= 2; + e[1].s += 16; + f[2].s += 8; + } + if (a[0].s != 7 * 16 + 4 * 8 + 2 * 4 + || a[1].s != 17 * 16 + 5 * 8 + 3 * 4 + || b[0].s != 9 || b[1].s != 11 + || b[2].s != 1LL << (16 + 4) + || b[3].s != 1LL << (8 + 4) + || b[4].s != 1LL << (16 + 8) + || b[5].s != 13 || b[6].s != 15 + || c[0].s != 6 * 16 + 4 * 8 + 4 * 4 + || c[1].s != 5 * 8 + 9 * 4 + || e[0].s != 5 + || e[1].s != 19 * 16 + 6 * 8 + 16 * 4 + || e[2].s != 5 + || f[0].s != 6 + || f[1].s != 7 + || f[2].s != 21 * 16 + 7 * 8 + 8 * 4 + || f[3].s != 23 * 16 + 18 * 8 + 8 * 4 + || f[4].s != 9 + || g[0].s != 1 + || g[1].s != 25 * 16 + 29 * 8 + 9 * 4 + || g[2].s != 27 * 16 + 18 * 8 + 10 * 4 + || g[3].s != 2 + || h[0].s != 29 * 16 + 19 * 8 + 11 * 4 + || h[1].s != 1 || h[2].s != 4 + || k[0][0].s != 5 || k[0][1].s != 6 + || k[1][0].s != 31 * 16 + 17 * 8 + || k[1][1].s != 13 * 4 + || k[2][0].s != 19 * 8 + || k[2][1].s != 33 * 16 + 15 * 4 + || k[3][0].s != 7 || k[3][1].s != 8 + || p[0].s != 29 * 16 + 19 * 8 + 11 * 4 + || p[1].s != 1 || p[2].s != 4 + || q[0][0].s != 5 || q[0][1].s != 6 + || q[1][0].s != 31 * 16 + 17 * 8 + || q[1][1].s != 13 * 4 + || q[2][0].s != 19 * 8 + || q[2][1].s != 33 * 16 + 15 * 4 + || q[3][0].s != 7 || q[3][1].s != 8 + || ss[0].s != 5 + || ss[1].s != 1LL << (16 + 4) + || ss[2].s != 1LL << 8 + || ss[3].s != 6 + || tt[0][0].s != 9 || tt[0][1].s != 10 || tt[1][0].s != 11 || tt[1][1].s != 12 + || tt[2][0].s != 1LL << (16 + 8) + || tt[2][1].s != 1LL << 4 + || tt[3][0].s != 1LL << 8 + || tt[3][1].s != 1LL << (16 + 4) + || tt[4][0].s != 13 || tt[4][1].s != 14) + abort (); + } + if (d[0].s != 1LL << (8 + 4) + || d[1].s != 1LL << 16 + || m[0].s != 5 + || m[1].s != 19 * 16 + 6 * 8 + 16 * 4 + || m[2].s != 5 + || r[0].s != 6 + || r[1].s != 7 + || r[2].s != 21 * 16 + 7 * 8 + 8 * 4 + || r[3].s != 23 * 16 + 18 * 8 + 8 * 4 + || r[4].s != 9 + || o[0].s != 1 + || o[1].s != 25 * 16 + 29 * 8 + 9 * 4 + || o[2].s != 27 * 16 + 18 * 8 + 10 * 4 + || o[3].s != 2) + abort (); + if (e[1].t != 7 || h[0].t != 7 || m[1].t != 7 || p[0].t != 7) + abort (); + for (int z = 0; z < 2; z++) + if (a[z].t != 7 || c[z].t != 7 || d[z].t != 5 || f[z + 2].t != 7 + || g[z + 1].t != 7 || r[z + 2].t != 7 || s[z + 1].t != 5 || o[z + 1].t != 7 + || k[z + 1][0].t != 7 || k[z + 1][1].t != 7 || q[z + 1][0].t != 7 || q[z + 1][1].t != 7 + || t[z + 2][0].t != 5 || t[z + 2][1].t != 5) + abort (); + for (int z = 0; z < 3; z++) + if (b[z + 2].t != 5) + abort (); + } +} + +int +main () +{ + int c1 = S::cnt1, c2 = S::cnt2, c3 = S::cnt3; + test<0> (1); + if (S::cnt1 + S::cnt2 - c1 - c2 != S::cnt3 - c3) + abort (); + return 0; +} |