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axpy_vector.c 8.3 kB

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  1. /***************************************************************************
  2. Copyright (c) 2020, The OpenBLAS Project
  3. All rights reserved.
  4. Redistribution and use in source and binary forms, with or without
  5. modification, are permitted provided that the following conditions are
  6. met:
  7. 1. Redistributions of source code must retain the above copyright
  8. notice, this list of conditions and the following disclaimer.
  9. 2. Redistributions in binary form must reproduce the above copyright
  10. notice, this list of conditions and the following disclaimer in
  11. the documentation and/or other materials provided with the
  12. distribution.
  13. 3. Neither the name of the OpenBLAS project nor the names of
  14. its contributors may be used to endorse or promote products
  15. derived from this software without specific prior written permission.
  16. THIS SOFTWARE IS PROVIDED BY THE COPYRIGHT HOLDERS AND CONTRIBUTORS "AS IS"
  17. AND ANY EXPRESS OR IMPLIED WARRANTIES, INCLUDING, BUT NOT LIMITED TO, THE
  18. IMPLIED WARRANTIES OF MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE
  19. ARE DISCLAIMED. IN NO EVENT SHALL THE OPENBLAS PROJECT OR CONTRIBUTORS BE
  20. LIABLE FOR ANY DIRECT, INDIRECT, INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL
  21. DAMAGES (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF SUBSTITUTE GOODS OR
  22. SERVICES; LOSS OF USE, DATA, OR PROFITS; OR BUSINESS INTERRUPTION) HOWEVER
  23. CAUSED AND ON ANY THEORY OF LIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY,
  24. OR TORT (INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT OF THE
  25. USE OF THIS SOFTWARE, EVEN IF ADVISED OF THE POSSIBILITY OF SUCH DAMAGE.
  26. *****************************************************************************/
  27. #include "common.h"
  28. #ifdef RISCV64_ZVL256B
  29. # define LMUL m2
  30. # if defined(DOUBLE)
  31. # define ELEN 64
  32. # else
  33. # define ELEN 32
  34. # endif
  35. #else
  36. # define LMUL m4
  37. # if defined(DOUBLE)
  38. # define ELEN 64
  39. # else
  40. # define ELEN 32
  41. # endif
  42. #endif
  43. #define _
  44. #define JOIN2_X(x, y) x ## y
  45. #define JOIN2(x, y) JOIN2_X(x, y)
  46. #define JOIN(v, w, x, y, z) JOIN2( JOIN2( JOIN2( JOIN2( v, w ), x), y), z)
  47. #define VSETVL JOIN(RISCV_RVV(vsetvl), _e, ELEN, LMUL, _)
  48. #define FLOAT_V_T JOIN(vfloat, ELEN, LMUL, _t, _)
  49. #define FLOAT_V_M1_T JOIN(vfloat, ELEN, m1, _t, _)
  50. #define VLEV_FLOAT JOIN(RISCV_RVV(vle), ELEN, _v_f, ELEN, LMUL)
  51. #define VLSEV_FLOAT JOIN(RISCV_RVV(vlse), ELEN, _v_f, ELEN, LMUL)
  52. #define VSEV_FLOAT JOIN(RISCV_RVV(vse), ELEN, _v_f, ELEN, LMUL)
  53. #define VSSEV_FLOAT JOIN(RISCV_RVV(vsse), ELEN, _v_f, ELEN, LMUL)
  54. #define VFMACCVF_FLOAT JOIN(RISCV_RVV(vfmacc), _vf_f, ELEN, LMUL, _)
  55. #define VFMVVF_FLOAT JOIN(RISCV_RVV(vfmv), _v_f_f, ELEN, LMUL, _)
  56. #define VFMVVF_FLOAT_M1 JOIN(RISCV_RVV(vfmv), _v_f_f, ELEN, m1, _)
  57. #ifdef RISCV_0p10_INTRINSICS
  58. #define VFREDSUMVS_FLOAT(va, vb, gvl) JOIN(RISCV_RVV(vfredusum_vs_f), ELEN, LMUL, _f, JOIN2( ELEN, m1))(v_res, va, vb, gvl)
  59. #else
  60. #define VFREDSUMVS_FLOAT JOIN(RISCV_RVV(vfredusum_vs_f), ELEN, LMUL, _f, JOIN2( ELEN, m1))
  61. #endif
  62. int CNAME(BLASLONG n, BLASLONG dummy0, BLASLONG dummy1, FLOAT da, FLOAT *x, BLASLONG inc_x, FLOAT *y, BLASLONG inc_y, FLOAT *dummy, BLASLONG dummy2)
  63. {
  64. BLASLONG i=0, j=0, jx=0, jy=0;
  65. unsigned int gvl = 0;
  66. FLOAT_V_T vx0, vx1;
  67. FLOAT_V_T vy0, vy1;
  68. BLASLONG stride_x, stride_y;
  69. if (n <= 0) return(0);
  70. if (da == 0.0) return(0);
  71. if (inc_x == 1 && inc_y == 1) {
  72. gvl = VSETVL(n);
  73. if (gvl <= n/2) {
  74. for (i = 0, j=0; i < n/(2*gvl); i++, j+=2*gvl) {
  75. vx0 = VLEV_FLOAT(&x[j], gvl);
  76. vy0 = VLEV_FLOAT(&y[j], gvl);
  77. vy0 = VFMACCVF_FLOAT(vy0, da, vx0, gvl);
  78. VSEV_FLOAT(&y[j], vy0, gvl);
  79. vx1 = VLEV_FLOAT(&x[j+gvl], gvl);
  80. vy1 = VLEV_FLOAT(&y[j+gvl], gvl);
  81. vy1 = VFMACCVF_FLOAT(vy1, da, vx1, gvl);
  82. VSEV_FLOAT(&y[j+gvl], vy1, gvl);
  83. }
  84. }
  85. //tail
  86. for (; j < n; ) {
  87. gvl = VSETVL(n - j);
  88. vx0 = VLEV_FLOAT(&x[j], gvl);
  89. vy0 = VLEV_FLOAT(&y[j], gvl);
  90. vy0 = VFMACCVF_FLOAT(vy0, da, vx0, gvl);
  91. VSEV_FLOAT(&y[j], vy0, gvl);
  92. j += gvl;
  93. }
  94. }else if (inc_y == 1) {
  95. stride_x = inc_x * sizeof(FLOAT);
  96. gvl = VSETVL(n);
  97. if(gvl <= n/2){
  98. BLASLONG inc_xv = inc_x * gvl;
  99. for(i=0,j=0; i<n/(2*gvl); i++){
  100. vx0 = VLSEV_FLOAT(&x[jx], stride_x, gvl);
  101. vy0 = VLEV_FLOAT(&y[j], gvl);
  102. vy0 = VFMACCVF_FLOAT(vy0, da, vx0, gvl);
  103. VSEV_FLOAT(&y[j], vy0, gvl);
  104. vx1 = VLSEV_FLOAT(&x[jx+inc_xv], stride_x, gvl);
  105. vy1 = VLEV_FLOAT(&y[j+gvl], gvl);
  106. vy1 = VFMACCVF_FLOAT(vy1, da, vx1, gvl);
  107. VSEV_FLOAT(&y[j+gvl], vy1, gvl);
  108. j += gvl * 2;
  109. jx += inc_xv * 2;
  110. }
  111. }
  112. for (; j<n; ) {
  113. gvl = VSETVL(n - j);
  114. vx0 = VLSEV_FLOAT(&x[j*inc_x], stride_x, gvl);
  115. vy0 = VLEV_FLOAT(&y[j], gvl);
  116. vy0 = VFMACCVF_FLOAT(vy0, da, vx0, gvl);
  117. VSEV_FLOAT(&y[j], vy0, gvl);
  118. j += gvl;
  119. }
  120. } else if (1 == inc_x && 0 != inc_y) {
  121. stride_y = inc_y * sizeof(FLOAT);
  122. gvl = VSETVL(n);
  123. if(gvl <= n/2){
  124. BLASLONG inc_yv = inc_y * gvl;
  125. for(i=0,j=0; i<n/(2*gvl); i++){
  126. vx0 = VLEV_FLOAT(&x[j], gvl);
  127. vy0 = VLSEV_FLOAT(&y[jy], stride_y, gvl);
  128. vy0 = VFMACCVF_FLOAT(vy0, da, vx0, gvl);
  129. VSSEV_FLOAT(&y[jy], stride_y, vy0, gvl);
  130. vx1 = VLEV_FLOAT(&x[j+gvl], gvl);
  131. vy1 = VLSEV_FLOAT(&y[jy+inc_yv], stride_y, gvl);
  132. vy1 = VFMACCVF_FLOAT(vy1, da, vx1, gvl);
  133. VSSEV_FLOAT(&y[jy+inc_yv], stride_y, vy1, gvl);
  134. j += gvl * 2;
  135. jy += inc_yv * 2;
  136. }
  137. }
  138. for (; j<n; ) {
  139. gvl = VSETVL(n - j);
  140. vx0 = VLEV_FLOAT(&x[j], gvl);
  141. vy0 = VLSEV_FLOAT(&y[j*inc_y], stride_y, gvl);
  142. vy0 = VFMACCVF_FLOAT(vy0, da, vx0, gvl);
  143. VSSEV_FLOAT(&y[j*inc_y], stride_y, vy0, gvl);
  144. j += gvl;
  145. }
  146. } else if( 0 == inc_y ) {
  147. BLASLONG stride_x = inc_x * sizeof(FLOAT);
  148. size_t in_vl = VSETVL(n);
  149. vy0 = VFMVVF_FLOAT( y[0], in_vl );
  150. for (size_t vl; n > 0; n -= vl, x += vl*inc_x) {
  151. vl = VSETVL(n);
  152. vx0 = VLSEV_FLOAT(x, stride_x, vl);
  153. vy0 = VFMACCVF_FLOAT(vy0, da, vx0, vl);
  154. }
  155. FLOAT_V_M1_T v_res = VFMVVF_FLOAT_M1( 0.0f, 1 );
  156. v_res = VFREDSUMVS_FLOAT( vy0, v_res, in_vl );
  157. y[0] = EXTRACT_FLOAT(v_res);
  158. }else{
  159. stride_x = inc_x * sizeof(FLOAT);
  160. stride_y = inc_y * sizeof(FLOAT);
  161. gvl = VSETVL(n);
  162. if(gvl <= n/2){
  163. BLASLONG inc_xv = inc_x * gvl;
  164. BLASLONG inc_yv = inc_y * gvl;
  165. for(i=0,j=0; i<n/(2*gvl); i++){
  166. vx0 = VLSEV_FLOAT(&x[jx], stride_x, gvl);
  167. vy0 = VLSEV_FLOAT(&y[jy], stride_y, gvl);
  168. vy0 = VFMACCVF_FLOAT(vy0, da, vx0, gvl);
  169. VSSEV_FLOAT(&y[jy], stride_y, vy0, gvl);
  170. vx1 = VLSEV_FLOAT(&x[jx+inc_xv], stride_x, gvl);
  171. vy1 = VLSEV_FLOAT(&y[jy+inc_yv], stride_y, gvl);
  172. vy1 = VFMACCVF_FLOAT(vy1, da, vx1, gvl);
  173. VSSEV_FLOAT(&y[jy+inc_yv], stride_y, vy1, gvl);
  174. j += gvl * 2;
  175. jx += inc_xv * 2;
  176. jy += inc_yv * 2;
  177. }
  178. }
  179. for (; j<n; ) {
  180. gvl = VSETVL(n - j);
  181. vx0 = VLSEV_FLOAT(&x[j*inc_x], stride_x, gvl);
  182. vy0 = VLSEV_FLOAT(&y[j*inc_y], stride_y, gvl);
  183. vy0 = VFMACCVF_FLOAT(vy0, da, vx0, gvl);
  184. VSSEV_FLOAT(&y[j*inc_y], stride_y, vy0, gvl);
  185. j += gvl;
  186. }
  187. }
  188. return(0);
  189. }