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zdot.S 8.7 kB

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  1. /*********************************************************************/
  2. /* Copyright 2009, 2010 The University of Texas at Austin. */
  3. /* All rights reserved. */
  4. /* */
  5. /* Redistribution and use in source and binary forms, with or */
  6. /* without modification, are permitted provided that the following */
  7. /* conditions are met: */
  8. /* */
  9. /* 1. Redistributions of source code must retain the above */
  10. /* copyright notice, this list of conditions and the following */
  11. /* disclaimer. */
  12. /* */
  13. /* 2. Redistributions in binary form must reproduce the above */
  14. /* copyright notice, this list of conditions and the following */
  15. /* disclaimer in the documentation and/or other materials */
  16. /* provided with the distribution. */
  17. /* */
  18. /* THIS SOFTWARE IS PROVIDED BY THE UNIVERSITY OF TEXAS AT */
  19. /* AUSTIN ``AS IS'' AND ANY EXPRESS OR IMPLIED WARRANTIES, */
  20. /* INCLUDING, BUT NOT LIMITED TO, THE IMPLIED WARRANTIES OF */
  21. /* MERCHANTABILITY AND FITNESS FOR A PARTICULAR PURPOSE ARE */
  22. /* DISCLAIMED. IN NO EVENT SHALL THE UNIVERSITY OF TEXAS AT */
  23. /* AUSTIN OR CONTRIBUTORS BE LIABLE FOR ANY DIRECT, INDIRECT, */
  24. /* INCIDENTAL, SPECIAL, EXEMPLARY, OR CONSEQUENTIAL DAMAGES */
  25. /* (INCLUDING, BUT NOT LIMITED TO, PROCUREMENT OF SUBSTITUTE */
  26. /* GOODS OR SERVICES; LOSS OF USE, DATA, OR PROFITS; OR */
  27. /* BUSINESS INTERRUPTION) HOWEVER CAUSED AND ON ANY THEORY OF */
  28. /* LIABILITY, WHETHER IN CONTRACT, STRICT LIABILITY, OR TORT */
  29. /* (INCLUDING NEGLIGENCE OR OTHERWISE) ARISING IN ANY WAY OUT */
  30. /* OF THE USE OF THIS SOFTWARE, EVEN IF ADVISED OF THE */
  31. /* POSSIBILITY OF SUCH DAMAGE. */
  32. /* */
  33. /* The views and conclusions contained in the software and */
  34. /* documentation are those of the authors and should not be */
  35. /* interpreted as representing official policies, either expressed */
  36. /* or implied, of The University of Texas at Austin. */
  37. /*********************************************************************/
  38. #define ASSEMBLER
  39. #include "common.h"
  40. #include "version.h"
  41. #define PREFETCHSIZE 88
  42. #define N $16
  43. #define X $17
  44. #define INCX $18
  45. #define Y $19
  46. #define INCY $20
  47. #define XX $21
  48. #define YY $23
  49. #define I $5
  50. #define s0 $f0
  51. #define s1 $f1
  52. #define s2 $f2
  53. #define s3 $f30
  54. #define a0 $f10
  55. #define a1 $f11
  56. #define a2 $f12
  57. #define a3 $f13
  58. #define a4 $f14
  59. #define a5 $f15
  60. #define a6 $f16
  61. #define a7 $f17
  62. #define b0 $f18
  63. #define b1 $f19
  64. #define b2 $f20
  65. #define b3 $f21
  66. #define b4 $f22
  67. #define b5 $f23
  68. #define b6 $f24
  69. #define b7 $f25
  70. #define t0 $f26
  71. #define t1 $f27
  72. #define t2 $f28
  73. #define t3 $f29
  74. PROLOGUE
  75. PROFCODE
  76. .frame $sp, 16, $26, 0
  77. lda $sp, -16($sp)
  78. fclr s0
  79. stt $f2, 0($sp)
  80. fclr s1
  81. fclr s2
  82. addq INCX, INCX, INCX
  83. fclr s3
  84. ble N, $L999
  85. addq INCY, INCY, INCY
  86. fclr t0
  87. fclr t1
  88. fclr t2
  89. fclr t3
  90. srl N, 3, I
  91. ble I, $L25
  92. LD a0, 0 * SIZE(X)
  93. LD a1, 1 * SIZE(X)
  94. LD b0, 0 * SIZE(Y)
  95. LD b1, 1 * SIZE(Y)
  96. SXADDQ INCX, X, X
  97. SXADDQ INCY, Y, Y
  98. LD a2, 0 * SIZE(X)
  99. LD a3, 1 * SIZE(X)
  100. LD b2, 0 * SIZE(Y)
  101. LD b3, 1 * SIZE(Y)
  102. SXADDQ INCX, X, X
  103. SXADDQ INCY, Y, Y
  104. LD a4, 0 * SIZE(X)
  105. LD a5, 1 * SIZE(X)
  106. LD b4, 0 * SIZE(Y)
  107. LD b5, 1 * SIZE(Y)
  108. SXADDQ INCX, X, X
  109. SXADDQ INCY, Y, Y
  110. LD a6, 0 * SIZE(X)
  111. LD b6, 0 * SIZE(Y)
  112. subq I, 1, I
  113. ble I, $L23
  114. .align 4
  115. $L22:
  116. ADD s0, t0, s0
  117. LD a7, 1 * SIZE(X)
  118. MUL a0, b0, t0
  119. LD b7, 1 * SIZE(Y)
  120. ADD s1, t1, s1
  121. ldl $31, PREFETCHSIZE * SIZE(X)
  122. MUL a0, b1, t1
  123. SXADDQ INCX, X, X
  124. ADD s2, t2, s2
  125. ldl $31, PREFETCHSIZE * SIZE(Y)
  126. MUL a1, b0, t2
  127. SXADDQ INCY, Y, Y
  128. ADD s3, t3, s3
  129. LD a0, 0 * SIZE(X)
  130. MUL a1, b1, t3
  131. LD a1, 1 * SIZE(X)
  132. ADD s0, t0, s0
  133. LD b0, 0 * SIZE(Y)
  134. MUL a2, b2, t0
  135. LD b1, 1 * SIZE(Y)
  136. ADD s1, t1, s1
  137. SXADDQ INCX, X, X
  138. MUL a2, b3, t1
  139. SXADDQ INCY, Y, Y
  140. ADD s2, t2, s2
  141. unop
  142. MUL a3, b2, t2
  143. unop
  144. ADD s3, t3, s3
  145. LD a2, 0 * SIZE(X)
  146. MUL a3, b3, t3
  147. LD a3, 1 * SIZE(X)
  148. ADD s0, t0, s0
  149. LD b2, 0 * SIZE(Y)
  150. MUL a4, b4, t0
  151. LD b3, 1 * SIZE(Y)
  152. ADD s1, t1, s1
  153. SXADDQ INCX, X, X
  154. MUL a4, b5, t1
  155. SXADDQ INCY, Y, Y
  156. ADD s2, t2, s2
  157. unop
  158. MUL a5, b4, t2
  159. unop
  160. ADD s3, t3, s3
  161. LD a4, 0 * SIZE(X)
  162. MUL a5, b5, t3
  163. LD a5, 1 * SIZE(X)
  164. ADD s0, t0, s0
  165. LD b4, 0 * SIZE(Y)
  166. MUL a6, b6, t0
  167. LD b5, 1 * SIZE(Y)
  168. ADD s1, t1, s1
  169. SXADDQ INCX, X, X
  170. MUL a6, b7, t1
  171. SXADDQ INCY, Y, Y
  172. ADD s2, t2, s2
  173. unop
  174. MUL a7, b6, t2
  175. unop
  176. ADD s3, t3, s3
  177. LD a6, 0 * SIZE(X)
  178. MUL a7, b7, t3
  179. LD a7, 1 * SIZE(X)
  180. ADD s0, t0, s0
  181. LD b6, 0 * SIZE(Y)
  182. MUL a0, b0, t0
  183. LD b7, 1 * SIZE(Y)
  184. ADD s1, t1, s1
  185. SXADDQ INCX, X, X
  186. MUL a0, b1, t1
  187. SXADDQ INCY, Y, Y
  188. ADD s2, t2, s2
  189. unop
  190. MUL a1, b0, t2
  191. unop
  192. ADD s3, t3, s3
  193. LD a0, 0 * SIZE(X)
  194. MUL a1, b1, t3
  195. LD a1, 1 * SIZE(X)
  196. ADD s0, t0, s0
  197. LD b0, 0 * SIZE(Y)
  198. MUL a2, b2, t0
  199. LD b1, 1 * SIZE(Y)
  200. ADD s1, t1, s1
  201. SXADDQ INCX, X, X
  202. MUL a2, b3, t1
  203. SXADDQ INCY, Y, Y
  204. ADD s2, t2, s2
  205. unop
  206. MUL a3, b2, t2
  207. unop
  208. ADD s3, t3, s3
  209. LD a2, 0 * SIZE(X)
  210. MUL a3, b3, t3
  211. LD a3, 1 * SIZE(X)
  212. ADD s0, t0, s0
  213. LD b2, 0 * SIZE(Y)
  214. MUL a4, b4, t0
  215. LD b3, 1 * SIZE(Y)
  216. ADD s1, t1, s1
  217. SXADDQ INCX, X, X
  218. MUL a4, b5, t1
  219. SXADDQ INCY, Y, Y
  220. ADD s2, t2, s2
  221. unop
  222. MUL a5, b4, t2
  223. subq I, 1, I
  224. ADD s3, t3, s3
  225. LD a4, 0 * SIZE(X)
  226. MUL a5, b5, t3
  227. LD a5, 1 * SIZE(X)
  228. ADD s0, t0, s0
  229. LD b4, 0 * SIZE(Y)
  230. MUL a6, b6, t0
  231. LD b5, 1 * SIZE(Y)
  232. ADD s1, t1, s1
  233. SXADDQ INCX, X, X
  234. MUL a6, b7, t1
  235. SXADDQ INCY, Y, Y
  236. ADD s2, t2, s2
  237. LD a6, 0 * SIZE(X)
  238. MUL a7, b6, t2
  239. unop
  240. ADD s3, t3, s3
  241. LD b6, 0 * SIZE(Y)
  242. MUL a7, b7, t3
  243. bgt I, $L22
  244. .align 4
  245. $L23:
  246. ADD s0, t0, s0
  247. LD a7, 1 * SIZE(X)
  248. MUL a0, b0, t0
  249. LD b7, 1 * SIZE(Y)
  250. ADD s1, t1, s1
  251. SXADDQ INCX, X, X
  252. MUL a0, b1, t1
  253. SXADDQ INCY, Y, Y
  254. ADD s2, t2, s2
  255. unop
  256. MUL a1, b0, t2
  257. unop
  258. ADD s3, t3, s3
  259. LD a0, 0 * SIZE(X)
  260. MUL a1, b1, t3
  261. LD a1, 1 * SIZE(X)
  262. ADD s0, t0, s0
  263. LD b0, 0 * SIZE(Y)
  264. MUL a2, b2, t0
  265. LD b1, 1 * SIZE(Y)
  266. ADD s1, t1, s1
  267. SXADDQ INCX, X, X
  268. MUL a2, b3, t1
  269. SXADDQ INCY, Y, Y
  270. ADD s2, t2, s2
  271. unop
  272. MUL a3, b2, t2
  273. unop
  274. ADD s3, t3, s3
  275. LD a2, 0 * SIZE(X)
  276. MUL a3, b3, t3
  277. LD a3, 1 * SIZE(X)
  278. ADD s0, t0, s0
  279. LD b2, 0 * SIZE(Y)
  280. MUL a4, b4, t0
  281. LD b3, 1 * SIZE(Y)
  282. ADD s1, t1, s1
  283. SXADDQ INCX, X, X
  284. MUL a4, b5, t1
  285. SXADDQ INCY, Y, Y
  286. ADD s2, t2, s2
  287. unop
  288. MUL a5, b4, t2
  289. unop
  290. ADD s3, t3, s3
  291. LD a4, 0 * SIZE(X)
  292. MUL a5, b5, t3
  293. LD a5, 1 * SIZE(X)
  294. ADD s0, t0, s0
  295. LD b4, 0 * SIZE(Y)
  296. MUL a6, b6, t0
  297. LD b5, 1 * SIZE(Y)
  298. ADD s1, t1, s1
  299. SXADDQ INCX, X, X
  300. MUL a6, b7, t1
  301. SXADDQ INCY, Y, Y
  302. ADD s2, t2, s2
  303. unop
  304. MUL a7, b6, t2
  305. unop
  306. ADD s3, t3, s3
  307. LD a6, 0 * SIZE(X)
  308. MUL a7, b7, t3
  309. LD a7, 1 * SIZE(X)
  310. ADD s0, t0, s0
  311. LD b6, 0 * SIZE(Y)
  312. MUL a0, b0, t0
  313. LD b7, 1 * SIZE(Y)
  314. ADD s1, t1, s1
  315. SXADDQ INCX, X, X
  316. MUL a0, b1, t1
  317. SXADDQ INCY, Y, Y
  318. ADD s2, t2, s2
  319. MUL a1, b0, t2
  320. ADD s3, t3, s3
  321. MUL a1, b1, t3
  322. ADD s0, t0, s0
  323. MUL a2, b2, t0
  324. ADD s1, t1, s1
  325. MUL a2, b3, t1
  326. ADD s2, t2, s2
  327. MUL a3, b2, t2
  328. ADD s3, t3, s3
  329. MUL a3, b3, t3
  330. ADD s0, t0, s0
  331. MUL a4, b4, t0
  332. ADD s1, t1, s1
  333. MUL a4, b5, t1
  334. ADD s2, t2, s2
  335. MUL a5, b4, t2
  336. ADD s3, t3, s3
  337. MUL a5, b5, t3
  338. ADD s0, t0, s0
  339. MUL a6, b6, t0
  340. ADD s1, t1, s1
  341. MUL a6, b7, t1
  342. ADD s2, t2, s2
  343. MUL a7, b6, t2
  344. ADD s3, t3, s3
  345. MUL a7, b7, t3
  346. .align 4
  347. $L25:
  348. and N, 7, I
  349. unop
  350. unop
  351. ble I, $L998
  352. LD a0, 0 * SIZE(X)
  353. LD a1, 1 * SIZE(X)
  354. LD b0, 0 * SIZE(Y)
  355. LD b1, 1 * SIZE(Y)
  356. SXADDQ INCX, X, X
  357. subq I, 1, I
  358. SXADDQ INCY, Y, Y
  359. ble I, $L28
  360. .align 4
  361. $L26:
  362. ADD s0, t0, s0
  363. mov X, XX
  364. MUL a0, b0, t0
  365. mov Y, YY
  366. ADD s1, t1, s1
  367. SXADDQ INCX, X, X
  368. MUL a0, b1, t1
  369. SXADDQ INCY, Y, Y
  370. ADD s2, t2, s2
  371. LD a0, 0 * SIZE(XX)
  372. MUL a1, b0, t2
  373. LD b0, 0 * SIZE(YY)
  374. ADD s3, t3, s3
  375. subq I, 1, I
  376. MUL a1, b1, t3
  377. LD a1, 1 * SIZE(XX)
  378. LD b1, 1 * SIZE(YY)
  379. bgt I, $L26
  380. .align 4
  381. $L28:
  382. ADD s0, t0, s0
  383. MUL a0, b0, t0
  384. ADD s1, t1, s1
  385. MUL a0, b1, t1
  386. ADD s2, t2, s2
  387. MUL a1, b0, t2
  388. ADD s3, t3, s3
  389. MUL a1, b1, t3
  390. .align 4
  391. $L998:
  392. ADD s0, t0, s0
  393. ADD s1, t1, s1
  394. ADD s2, t2, s2
  395. ADD s3, t3, s3
  396. #ifndef CONJ
  397. SUB s0, s3, s0
  398. ADD s1, s2, s1
  399. #else
  400. ADD s0, s3, s0
  401. SUB s1, s2, s1
  402. #endif
  403. .align 4
  404. $L999:
  405. ldt $f2, 0($sp)
  406. lda $sp, 16($sp)
  407. ret
  408. EPILOGUE