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- /***************************************************************************
- Copyright (c) 2020, The OpenBLAS Project
- All rights reserved.
- 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. Neither the name of the OpenBLAS project nor the names of
- its contributors may be used to endorse or promote products
- derived from this software without specific prior 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 OPENBLAS PROJECT OR 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 "common.h"
- #include <stdio.h>
-
- #ifdef RISCV64_ZVL256B
- # define LMUL m2
- # if defined(DOUBLE)
- # define ELEN 64
- # define MLEN 32
- # else
- # define ELEN 32
- # define MLEN 16
- # endif
- #else
- # define LMUL m8
- # if defined(DOUBLE)
- # define ELEN 64
- # define MLEN 8
- # else
- # define ELEN 32
- # define MLEN 4
- # endif
- #endif
-
- #define _
- #define JOIN2_X(x, y) x ## y
- #define JOIN2(x, y) JOIN2_X(x, y)
- #define JOIN(v, w, x, y, z) JOIN2( JOIN2( JOIN2( JOIN2( v, w ), x), y), z)
-
- #define VSETVL JOIN(RISCV_RVV(vsetvl), _e, ELEN, LMUL, _)
- #define FLOAT_V_T JOIN(vfloat, ELEN, LMUL, _t, _)
- #define VLEV_FLOAT JOIN(RISCV_RVV(vle), ELEN, _v_f, ELEN, LMUL)
- #define VLSEV_FLOAT JOIN(RISCV_RVV(vlse), ELEN, _v_f, ELEN, LMUL)
- #define VSEV_FLOAT JOIN(RISCV_RVV(vse), ELEN, _v_f, ELEN, LMUL)
- #define VSSEV_FLOAT JOIN(RISCV_RVV(vsse), ELEN, _v_f, ELEN, LMUL)
-
- int CNAME(BLASLONG n, BLASLONG dummy0, BLASLONG dummy1, FLOAT dummy3, FLOAT *x, BLASLONG inc_x, FLOAT *y, BLASLONG inc_y, FLOAT *dummy, BLASLONG dummy2)
- {
- BLASLONG i = 0, j = 0;
- BLASLONG ix = 0,iy = 0;
- BLASLONG stride_x, stride_y;
- FLOAT_V_T vx0, vx1, vy0, vy1;
-
- if (n <= 0) return(0);
-
- unsigned int gvl = VSETVL((inc_x != 0 && inc_y != 0) ? n : 1);
- if( inc_x == 0 && inc_y == 0 ) { n = n & 1; }
-
- if(inc_x == 1 && inc_y == 1){
- if(gvl <= n/2){
- for(i=0,j=0; i<n/(2*gvl); i++){
- vx0 = VLEV_FLOAT(&x[j], gvl);
- vy0 = VLEV_FLOAT(&y[j], gvl);
- VSEV_FLOAT(&x[j], vy0, gvl);
- VSEV_FLOAT(&y[j], vx0, gvl);
-
- vx1 = VLEV_FLOAT(&x[j+gvl], gvl);
- vy1 = VLEV_FLOAT(&y[j+gvl], gvl);
- VSEV_FLOAT(&x[j+gvl], vy1, gvl);
- VSEV_FLOAT(&y[j+gvl], vx1, gvl);
- j+=gvl * 2;
- }
- }
- for(;j<n;){
- gvl = VSETVL(n-j);
- vx0 = VLEV_FLOAT(&x[j], gvl);
- vy0 = VLEV_FLOAT(&y[j], gvl);
- VSEV_FLOAT(&x[j], vy0, gvl);
- VSEV_FLOAT(&y[j], vx0, gvl);
- j+=gvl;
- }
- }else if (inc_y == 1){
- stride_x = inc_x * sizeof(FLOAT);
- if(gvl <= n/2){
- BLASLONG inc_xv = inc_x * gvl;
- for(i=0,j=0; i<n/(2*gvl); i++){
- vx0 = VLSEV_FLOAT(&x[ix], stride_x, gvl);
- vy0 = VLEV_FLOAT(&y[j], gvl);
- VSSEV_FLOAT(&x[ix], stride_x, vy0, gvl);
- VSEV_FLOAT(&y[j], vx0, gvl);
-
- vx1 = VLSEV_FLOAT(&x[ix+inc_xv], stride_x, gvl);
- vy1 = VLEV_FLOAT(&y[j+gvl], gvl);
- VSSEV_FLOAT(&x[ix+inc_xv], stride_x, vy1, gvl);
- VSEV_FLOAT(&y[j+gvl], vx1, gvl);
- j += gvl * 2;
- ix += inc_xv * 2;
- }
- }
- for(;j<n;){
- gvl = VSETVL(n-j);
- vx0 = VLSEV_FLOAT(&x[ix], stride_x, gvl);
- vy0 = VLEV_FLOAT(&y[j], gvl);
- VSSEV_FLOAT(&x[ix], stride_x, vy0, gvl);
- VSEV_FLOAT(&y[j], vx0, gvl);
- j += gvl;
- ix += inc_x * gvl;
- }
- }else if(inc_x == 1){
- stride_y = inc_y * sizeof(FLOAT);
- if(gvl <= n/2){
- BLASLONG inc_yv = inc_y * gvl;
- for(i=0,j=0; i<n/(2*gvl); i++){
- vx0 = VLEV_FLOAT(&x[j], gvl);
- vy0 = VLSEV_FLOAT(&y[iy], stride_y, gvl);
- VSEV_FLOAT(&x[j], vy0, gvl);
- VSSEV_FLOAT(&y[iy], stride_y, vx0, gvl);
-
- vx1 = VLEV_FLOAT(&x[j+gvl], gvl);
- vy1 = VLSEV_FLOAT(&y[iy+inc_yv], stride_y, gvl);
- VSEV_FLOAT(&x[j+gvl], vy1, gvl);
- VSSEV_FLOAT(&y[iy+inc_yv], stride_y, vx1, gvl);
- j += gvl * 2;
- iy += inc_yv * 2;
- }
- }
- for(;j<n;){
- gvl = VSETVL(n-j);
- vx0 = VLEV_FLOAT(&x[j], gvl);
- vy0 = VLSEV_FLOAT(&y[iy], stride_y, gvl);
- VSEV_FLOAT(&x[j], vy0, gvl);
- VSSEV_FLOAT(&y[iy], stride_y, vx0, gvl);
- j += gvl;
- iy += inc_y * gvl;
- }
- }else{
- stride_x = inc_x * sizeof(FLOAT);
- stride_y = inc_y * sizeof(FLOAT);
- if(gvl <= n/2){
- BLASLONG inc_xv = inc_x * gvl;
- BLASLONG inc_yv = inc_y * gvl;
- for(i=0,j=0; i<n/(2*gvl); i++){
- vx0 = VLSEV_FLOAT(&x[ix], stride_x, gvl);
- vy0 = VLSEV_FLOAT(&y[iy], stride_y, gvl);
- VSSEV_FLOAT(&x[ix], stride_x, vy0, gvl);
- VSSEV_FLOAT(&y[iy], stride_y, vx0, gvl);
-
- vx1 = VLSEV_FLOAT(&x[ix+inc_xv], stride_x, gvl);
- vy1 = VLSEV_FLOAT(&y[iy+inc_yv], stride_y, gvl);
- VSSEV_FLOAT(&x[ix+inc_xv], stride_x, vy1, gvl);
- VSSEV_FLOAT(&y[iy+inc_yv], stride_y, vx1, gvl);
- j += gvl * 2;
- ix += inc_xv * 2;
- iy += inc_yv * 2;
- }
- }
- for(;j<n;){
- gvl = VSETVL(n-j);
- vx0 = VLSEV_FLOAT(&x[ix], stride_x, gvl);
- vy0 = VLSEV_FLOAT(&y[iy], stride_y, gvl);
- VSSEV_FLOAT(&x[ix], stride_x, vy0, gvl);
- VSSEV_FLOAT(&y[iy], stride_y, vx0, gvl);
- j += gvl;
- ix += inc_x * gvl;
- iy += inc_y * gvl;
- }
- }
- return(0);
- }
-
-
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