atl_mm4x4x8_bpfabc.c
来自「基于Blas CLapck的.用过的人知道是干啥的」· C语言 代码 · 共 1,071 行 · 第 1/4 页
C
1,071 行
/* * Automatically Tuned Linear Algebra Software v3.8.0 * (C) Copyright 2001 R. Clint Whaley * * Redistribution and use in source and binary forms, with or without * modification, are permitted provided that the following conditions * are met: * 1. Redistributions of source code must retain the above copyright * notice, this list of conditions and the following disclaimer. * 2. Redistributions in binary form must reproduce the above copyright * notice, this list of conditions, and the following disclaimer in the * documentation and/or other materials provided with the distribution. * 3. The name of the ATLAS group or the names of its contributers may * not be used to endorse or promote products derived from this * software without specific written permission. * * THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS * ``AS IS'' AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED * TO, THE IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR * PURPOSE ARE DISCLAIMED. IN NO EVENT SHALL THE ATLAS GROUP OR ITS CONTRIBUTORS * BE LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR * CONSEQUENTIAL DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF * SUBSTITUTE GOODS OR SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS * INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN * CONTRACT, STRICT LIABILITY, OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE) * ARISING IN ANY WAY OUT OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF THE * POSSIBILITY OF SUCH DAMAGE. * */#include "atlas_misc.h"#include "atlas_prefetch.h"#ifdef MB #if (MB/4)*4 != MB #error "MB must be multiple of 4!!" #endif#endif#ifdef NB #if (NB/4)*4 != NB #error "NB must be multiple of 4!!" #endif#endif#ifdef KB #if (KB/8)*8 != KB || KB == 0 #error "KB must be multiple of 8!!" #endif#else #error "KB must be a compile time constant!!"#endifvoid ATL_USERMM (const int M, const int N, const int K, const TYPE alpha, const TYPE *A, const int lda, const TYPE *B, const int ldb, const TYPE beta, TYPE *C, const int ldc)/* * matmul with TA=T, TB=N, lda=KB, ldb=KB, ldc=0, mu=4, nu=4, ku=8 */{ const TYPE *stM = M >= 12 ? A + KB*(M-8) : A + KB*M; const TYPE *stN = B + KB*N; const int incAm = KB3+8, incAn = -KB*M; const int incBm = 8-KB; #define incBn KB4 const int incCn = ((ldc<<2) - M)SHIFT; const int Kstart=(KB>>3)-1; TYPE *pC0=C, *pC1=pC0+(ldc SHIFT), *pC2=pC1+(ldc SHIFT), *pC3=pC2+(ldc SHIFT); TYPE *pfC0=pC3+(ldc SHIFT), *pfC1=pfC0+(ldc SHIFT), *pfC2=pfC1+(ldc SHIFT), *pfC3=pfC2+(ldc SHIFT); const TYPE *pA0=A, *pfA; const TYPE *pB0=B; register int k; register TYPE rA0, rA1, rA2, rA3; register TYPE rB0, rB1, rB2, rB3; register TYPE m0, m1, m2, m3; register TYPE rC0_0, rC1_0, rC2_0, rC3_0, rC0_1, rC1_1, rC2_1, rC3_1, rC0_2, rC1_2, rC2_2, rC3_2, rC0_3, rC1_3, rC2_3, rC3_3; do /* N-loop */ { ATL_pfl1R(pB0); ATL_pfl1R(pB0+KB); ATL_pfl1R(pB0+KB2); ATL_pfl1R(pB0+KB3);ATL_pfl1R(pB0+8); ATL_pfl1R(pB0+KB+8); ATL_pfl1R(pB0+KB2+8); ATL_pfl1R(pB0+KB3+8); do /* M-loop */ { #ifdef BETA0 rC0_0 = rC1_0 = rC2_0 = rC3_0 = rC0_1 = rC1_1 = rC2_1 = rC3_1 = rC0_2 = rC1_2 = rC2_2 = rC3_2 = rC0_3 = rC1_3 = rC2_3 = rC3_3 = ATL_rzero; #else #ifdef TREAL rC0_0 = *pC0; rC0_1 = *pC1; rC0_2 = *pC2; rC0_3 = *pC3; rC1_0 = pC0[1]; rC1_1 = pC1[1]; rC1_2 = pC2[1]; rC1_3 = pC3[1]; rC2_0 = pC0[2]; rC2_1 = pC1[2]; rC2_2 = pC2[2]; rC2_3 = pC3[2]; rC3_0 = pC0[3]; rC3_1 = pC1[3]; rC3_2 = pC2[3]; rC3_3 = pC3[3]; #else rC0_0 = *pC0; rC0_1 = *pC1; rC0_2 = *pC2; rC0_3 = *pC3; rC1_0 = pC0[2]; rC1_1 = pC1[2]; rC1_2 = pC2[2]; rC1_3 = pC3[2]; rC2_0 = pC0[4]; rC2_1 = pC1[4]; rC2_2 = pC2[4]; rC2_3 = pC3[4]; rC3_0 = pC0[6]; rC3_1 = pC1[6]; rC3_2 = pC2[6]; rC3_3 = pC3[6]; #endif #ifdef BETAX rB3 = beta; rC0_0 *= rB3; rC0_1 *= rB3; rC0_2 *= rB3; rC0_3 *= rB3; rC1_0 *= rB3; rC1_1 *= rB3; rC1_2 *= rB3; rC1_3 *= rB3; rC2_0 *= rB3; rC2_1 *= rB3; rC2_2 *= rB3; rC2_3 *= rB3; rC3_0 *= rB3; rC3_1 *= rB3; rC3_2 *= rB3; rC3_3 *= rB3; #else #endif #endif/* * Start pipeline */ rA0 = *pA0; rB0 = *pB0; rA1 = pA0[KB]; rA2 = pA0[KB2]; m0 = rA0 * rB0; rA3 = pA0[KB3]; m1 = rA1 * rB0; rB1 = pB0[KB]; m2 = rA2 * rB0; rB2 = pB0[KB2]; m3 = rA3 * rB0; rB3 = pB0[KB3]; for (k=Kstart; k; k--) { rC0_0 += m0; m0 = rA0 * rB1; rB0 = pB0[1]; ATL_pfl1R(pA0+KB4); rC1_0 += m1; m1 = rA1 * rB1; ATL_pfl1R(pA0+KB5); rC2_0 += m2; m2 = rA2 * rB1; ATL_pfl1R(pA0+KB6); rC3_0 += m3; m3 = rA3 * rB1; rB1 = pB0[KB+1]; ATL_pfl1R(pA0+KB7); rC0_1 += m0; m0 = rA0 * rB2; rC1_1 += m1; m1 = rA1 * rB2; rC2_1 += m2; m2 = rA2 * rB2; rC3_1 += m3; m3 = rA3 * rB2; rB2 = pB0[KB2+1]; rC0_2 += m0; m0 = rA0 * rB3; rA0 = pA0[1]; rC1_2 += m1; m1 = rA1 * rB3; rA1 = pA0[KB+1]; rC2_2 += m2; m2 = rA2 * rB3; rA2 = pA0[KB2+1]; rC3_2 += m3; m3 = rA3 * rB3; rA3 = pA0[KB3+1]; rC0_3 += m0; m0 = rA0 * rB0; rB3 = pB0[KB3+1]; rC1_3 += m1; m1 = rA1 * rB0; rC2_3 += m2; m2 = rA2 * rB0; rC3_3 += m3; m3 = rA3 * rB0; rB0 = pB0[2]; rC0_0 += m0; m0 = rA0 * rB1; rC1_0 += m1; m1 = rA1 * rB1; rC2_0 += m2; m2 = rA2 * rB1; rC3_0 += m3; m3 = rA3 * rB1; rB1 = pB0[KB+2]; rC0_1 += m0; m0 = rA0 * rB2; rC1_1 += m1; m1 = rA1 * rB2; rC2_1 += m2; m2 = rA2 * rB2; rC3_1 += m3; m3 = rA3 * rB2; rB2 = pB0[KB2+2]; rC0_2 += m0; m0 = rA0 * rB3; rA0 = pA0[2]; rC1_2 += m1; m1 = rA1 * rB3; rA1 = pA0[KB+2]; rC2_2 += m2; m2 = rA2 * rB3; rA2 = pA0[KB2+2]; rC3_2 += m3; m3 = rA3 * rB3; rA3 = pA0[KB3+2]; rC0_3 += m0; m0 = rA0 * rB0; rB3 = pB0[KB3+2]; rC1_3 += m1; m1 = rA1 * rB0; rC2_3 += m2; m2 = rA2 * rB0; rC3_3 += m3; m3 = rA3 * rB0; rB0 = pB0[3]; rC0_0 += m0; m0 = rA0 * rB1; rC1_0 += m1; m1 = rA1 * rB1; rC2_0 += m2; m2 = rA2 * rB1; rC3_0 += m3; m3 = rA3 * rB1; rB1 = pB0[KB+3]; rC0_1 += m0; m0 = rA0 * rB2; rC1_1 += m1; m1 = rA1 * rB2; rC2_1 += m2; m2 = rA2 * rB2; rC3_1 += m3; m3 = rA3 * rB2; rB2 = pB0[KB2+3]; rC0_2 += m0; m0 = rA0 * rB3; rA0 = pA0[3]; rC1_2 += m1; m1 = rA1 * rB3; rA1 = pA0[KB+3]; rC2_2 += m2; m2 = rA2 * rB3; rA2 = pA0[KB2+3]; rC3_2 += m3; m3 = rA3 * rB3; rA3 = pA0[KB3+3]; rC0_3 += m0; m0 = rA0 * rB0; rB3 = pB0[KB3+3]; rC1_3 += m1; m1 = rA1 * rB0; rC2_3 += m2; m2 = rA2 * rB0; rC3_3 += m3; m3 = rA3 * rB0; rB0 = pB0[4]; rC0_0 += m0; m0 = rA0 * rB1; rC1_0 += m1; m1 = rA1 * rB1; rC2_0 += m2; m2 = rA2 * rB1; rC3_0 += m3; m3 = rA3 * rB1; rB1 = pB0[KB+4]; rC0_1 += m0; m0 = rA0 * rB2; rC1_1 += m1; m1 = rA1 * rB2; rC2_1 += m2; m2 = rA2 * rB2; rC3_1 += m3; m3 = rA3 * rB2; rB2 = pB0[KB2+4]; rC0_2 += m0; m0 = rA0 * rB3; rA0 = pA0[4]; rC1_2 += m1; m1 = rA1 * rB3; rA1 = pA0[KB+4]; rC2_2 += m2; m2 = rA2 * rB3; rA2 = pA0[KB2+4]; rC3_2 += m3; m3 = rA3 * rB3; rA3 = pA0[KB3+4]; rC0_3 += m0; m0 = rA0 * rB0; rB3 = pB0[KB3+4]; rC1_3 += m1; m1 = rA1 * rB0; rC2_3 += m2; m2 = rA2 * rB0; rC3_3 += m3; m3 = rA3 * rB0; rB0 = pB0[5]; rC0_0 += m0; m0 = rA0 * rB1; rC1_0 += m1; m1 = rA1 * rB1; rC2_0 += m2; m2 = rA2 * rB1; rC3_0 += m3; m3 = rA3 * rB1; rB1 = pB0[KB+5]; rC0_1 += m0; m0 = rA0 * rB2; rC1_1 += m1; m1 = rA1 * rB2; rC2_1 += m2; m2 = rA2 * rB2; rC3_1 += m3; m3 = rA3 * rB2; rB2 = pB0[KB2+5]; rC0_2 += m0; m0 = rA0 * rB3; rA0 = pA0[5]; rC1_2 += m1; m1 = rA1 * rB3; rA1 = pA0[KB+5]; rC2_2 += m2; m2 = rA2 * rB3; rA2 = pA0[KB2+5]; rC3_2 += m3; m3 = rA3 * rB3; rA3 = pA0[KB3+5]; rC0_3 += m0; m0 = rA0 * rB0; rB3 = pB0[KB3+5]; rC1_3 += m1; m1 = rA1 * rB0; rC2_3 += m2; m2 = rA2 * rB0; rC3_3 += m3; m3 = rA3 * rB0; rB0 = pB0[6]; rC0_0 += m0; m0 = rA0 * rB1; rC1_0 += m1; m1 = rA1 * rB1; rC2_0 += m2; m2 = rA2 * rB1; rC3_0 += m3; m3 = rA3 * rB1; rB1 = pB0[KB+6]; rC0_1 += m0; m0 = rA0 * rB2; rC1_1 += m1; m1 = rA1 * rB2; rC2_1 += m2; m2 = rA2 * rB2; rC3_1 += m3; m3 = rA3 * rB2; rB2 = pB0[KB2+6]; rC0_2 += m0; m0 = rA0 * rB3; rA0 = pA0[6]; rC1_2 += m1; m1 = rA1 * rB3; rA1 = pA0[KB+6]; rC2_2 += m2; m2 = rA2 * rB3; rA2 = pA0[KB2+6]; rC3_2 += m3; m3 = rA3 * rB3; rA3 = pA0[KB3+6]; rC0_3 += m0; m0 = rA0 * rB0; rB3 = pB0[KB3+6]; rC1_3 += m1; m1 = rA1 * rB0; rC2_3 += m2; m2 = rA2 * rB0; rC3_3 += m3; m3 = rA3 * rB0; rB0 = pB0[7]; rC0_0 += m0; m0 = rA0 * rB1; rC1_0 += m1; m1 = rA1 * rB1; rC2_0 += m2; m2 = rA2 * rB1; rC3_0 += m3; m3 = rA3 * rB1; rB1 = pB0[KB+7]; rC0_1 += m0; m0 = rA0 * rB2; rC1_1 += m1; m1 = rA1 * rB2; rC2_1 += m2; m2 = rA2 * rB2; rC3_1 += m3; m3 = rA3 * rB2; rB2 = pB0[KB2+7]; rC0_2 += m0; m0 = rA0 * rB3; rA0 = pA0[7]; rC1_2 += m1; m1 = rA1 * rB3; rA1 = pA0[KB+7]; rC2_2 += m2; m2 = rA2 * rB3; rA2 = pA0[KB2+7]; rC3_2 += m3; m3 = rA3 * rB3; rA3 = pA0[KB3+7]; rC0_3 += m0; m0 = rA0 * rB0; rB3 = pB0[KB3+7]; rC1_3 += m1; m1 = rA1 * rB0; rC2_3 += m2; m2 = rA2 * rB0; rC3_3 += m3; m3 = rA3 * rB0; rB0 = pB0[8]; rC0_0 += m0; m0 = rA0 * rB1; rC1_0 += m1; m1 = rA1 * rB1; rC2_0 += m2; m2 = rA2 * rB1; rC3_0 += m3; m3 = rA3 * rB1; rB1 = pB0[KB+8]; rC0_1 += m0; m0 = rA0 * rB2; rC1_1 += m1; m1 = rA1 * rB2; rC2_1 += m2; m2 = rA2 * rB2; rC3_1 += m3; m3 = rA3 * rB2; rB2 = pB0[KB2+8]; rC0_2 += m0; m0 = rA0 * rB3; rA0 = pA0[8]; rC1_2 += m1; m1 = rA1 * rB3; rA1 = pA0[KB+8]; rC2_2 += m2; m2 = rA2 * rB3; rA2 = pA0[KB2+8]; rC3_2 += m3; m3 = rA3 * rB3; rA3 = pA0[KB3+8]; rC0_3 += m0; m0 = rA0 * rB0; rB3 = pB0[KB3+8]; rC1_3 += m1; m1 = rA1 * rB0; pA0 += 8; rC2_3 += m2; m2 = rA2 * rB0; pB0 += 8; rC3_3 += m3; m3 = rA3 * rB0; } rC0_0 += m0; m0 = rA0 * rB1; rB0 = pB0[1]; ATL_pfl1R(pA0+KB4); rC1_0 += m1; m1 = rA1 * rB1; ATL_pfl1R(pA0+KB5); rC2_0 += m2; m2 = rA2 * rB1; ATL_pfl1R(pA0+KB6); rC3_0 += m3; m3 = rA3 * rB1; rB1 = pB0[KB+1]; ATL_pfl1R(pA0+KB7); rC0_1 += m0; m0 = rA0 * rB2; rC1_1 += m1; m1 = rA1 * rB2; rC2_1 += m2; m2 = rA2 * rB2; rC3_1 += m3; m3 = rA3 * rB2; rB2 = pB0[KB2+1]; rC0_2 += m0; m0 = rA0 * rB3; rA0 = pA0[1]; rC1_2 += m1; m1 = rA1 * rB3; rA1 = pA0[KB+1];
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