Commit c769c32d authored by iker_martin's avatar iker_martin
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All ready for execution

parent 70d67ded
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1SYMMETRIC MATRIX FROM NINE POINT START ON A 30 X 30 GRID. GR 30 30
696 46 217 433 0
RSA 900 900 4322 0
(20I4) (20I4) (10F8.1)
1 5 10 15 20 25 30 35 40 45 50 55 60 65 70 75 80 85 90 95
100 105 110 115 120 125 130 135 140 145 148 152 157 162 167 172 177 182 187 192
197 202 207 212 217 222 227 232 237 242 247 252 257 262 267 272 277 282 287 292
295 299 304 309 314 319 324 329 334 339 344 349 354 359 364 369 374 379 384 389
394 399 404 409 414 419 424 429 434 439 442 446 451 456 461 466 471 476 481 486
491 496 501 506 511 516 521 526 531 536 541 546 551 556 561 566 571 576 581 586
589 593 598 603 608 613 618 623 628 633 638 643 648 653 658 663 668 673 678 683
688 693 698 703 708 713 718 723 728 733 736 740 745 750 755 760 765 770 775 780
785 790 795 800 805 810 815 820 825 830 835 840 845 850 855 860 865 870 875 880
883 887 892 897 902 907 912 917 922 927 932 937 942 947 952 957 962 967 972 977
982 987 992 9971002100710121017102210271030103410391044104910541059106410691074
10791084108910941099110411091114111911241129113411391144114911541159116411691174
11771181118611911196120112061211121612211226123112361241124612511256126112661271
12761281128612911296130113061311131613211324132813331338134313481353135813631368
13731378138313881393139814031408141314181423142814331438144314481453145814631468
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15701575158015851590159516001605161016151618162216271632163716421647165216571662
16671672167716821687169216971702170717121717172217271732173717421747175217571762
17651769177417791784178917941799180418091814181918241829183418391844184918541859
18641869187418791884188918941899190419091912191619211926193119361941194619511956
19611966197119761981198619911996200120062011201620212026203120362041204620512056
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21582163216821732178218321882193219822032206221022152220222522302235224022452250
22552260226522702275228022852290229523002305231023152320232523302335234023452350
23532357236223672372237723822387239223972402240724122417242224272432243724422447
24522457246224672472247724822487249224972500250425092514251925242529253425392544
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30403045305030553060306530703075308030853088309230973102310731123117312231273132
31373142314731523157316231673172317731823187319231973202320732123217322232273232
32353239324432493254325932643269327432793284328932943299330433093314331933243329
33343339334433493354335933643369337433793382338633913396340134063411341634213426
34313436344134463451345634613466347134763481348634913496350135063511351635213526
35293533353835433548355335583563356835733578358335883593359836033608361336183623
36283633363836433648365336583663366836733676368036853690369537003705371037153720
37253730373537403745375037553760376537703775378037853790379538003805381038153820
38233827383238373842384738523857386238673872387738823887389238973902390739123917
39223927393239373942394739523957396239673970397439793984398939943999400440094014
40194024402940344039404440494054405940644069407440794084408940944099410441094114
41174121412641314136414141464151415641614166417141764181418641914196420142064211
42164221422642314236424142464251425642614264426642684270427242744276427842804282
42844286428842904292429442964298430043024304430643084310431243144316431843204322
4323
1 2 31 32 2 3 31 32 33 3 4 32 33 34 4 5 33 34 35 5
6 34 35 36 6 7 35 36 37 7 8 36 37 38 8 9 37 38 39 9
10 38 39 40 10 11 39 40 41 11 12 40 41 42 12 13 41 42 43 13
14 42 43 44 14 15 43 44 45 15 16 44 45 46 16 17 45 46 47 17
18 46 47 48 18 19 47 48 49 19 20 48 49 50 20 21 49 50 51 21
22 50 51 52 22 23 51 52 53 23 24 52 53 54 24 25 53 54 55 25
26 54 55 56 26 27 55 56 57 27 28 56 57 58 28 29 57 58 59 29
30 58 59 60 30 59 60 31 32 61 62 32 33 61 62 63 33 34 62 63
64 34 35 63 64 65 35 36 64 65 66 36 37 65 66 67 37 38 66 67
68 38 39 67 68 69 39 40 68 69 70 40 41 69 70 71 41 42 70 71
72 42 43 71 72 73 43 44 72 73 74 44 45 73 74 75 45 46 74 75
76 46 47 75 76 77 47 48 76 77 78 48 49 77 78 79 49 50 78 79
80 50 51 79 80 81 51 52 80 81 82 52 53 81 82 83 53 54 82 83
84 54 55 83 84 85 55 56 84 85 86 56 57 85 86 87 57 58 86 87
88 58 59 87 88 89 59 60 88 89 90 60 89 90 61 62 91 92 62 63
91 92 93 63 64 92 93 94 64 65 93 94 95 65 66 94 95 96 66 67
95 96 97 67 68 96 97 98 68 69 97 98 99 69 70 98 99 100 70 71
99 100 101 71 72 100 101 102 72 73 101 102 103 73 74 102 103 104 74 75
103 104 105 75 76 104 105 106 76 77 105 106 107 77 78 106 107 108 78 79
107 108 109 79 80 108 109 110 80 81 109 110 111 81 82 110 111 112 82 83
111 112 113 83 84 112 113 114 84 85 113 114 115 85 86 114 115 116 86 87
115 116 117 87 88 116 117 118 88 89 117 118 119 89 90 118 119 120 90 119
120 91 92 121 122 92 93 121 122 123 93 94 122 123 124 94 95 123 124 125
95 96 124 125 126 96 97 125 126 127 97 98 126 127 128 98 99 127 128 129
99 100 128 129 130 100 101 129 130 131 101 102 130 131 132 102 103 131 132 133
103 104 132 133 134 104 105 133 134 135 105 106 134 135 136 106 107 135 136 137
107 108 136 137 138 108 109 137 138 139 109 110 138 139 140 110 111 139 140 141
111 112 140 141 142 112 113 141 142 143 113 114 142 143 144 114 115 143 144 145
115 116 144 145 146 116 117 145 146 147 117 118 146 147 148 118 119 147 148 149
119 120 148 149 150 120 149 150 121 122 151 152 122 123 151 152 153 123 124 152
153 154 124 125 153 154 155 125 126 154 155 156 126 127 155 156 157 127 128 156
157 158 128 129 157 158 159 129 130 158 159 160 130 131 159 160 161 131 132 160
161 162 132 133 161 162 163 133 134 162 163 164 134 135 163 164 165 135 136 164
165 166 136 137 165 166 167 137 138 166 167 168 138 139 167 168 169 139 140 168
169 170 140 141 169 170 171 141 142 170 171 172 142 143 171 172 173 143 144 172
173 174 144 145 173 174 175 145 146 174 175 176 146 147 175 176 177 147 148 176
177 178 148 149 177 178 179 149 150 178 179 180 150 179 180 151 152 181 182 152
153 181 182 183 153 154 182 183 184 154 155 183 184 185 155 156 184 185 186 156
157 185 186 187 157 158 186 187 188 158 159 187 188 189 159 160 188 189 190 160
161 189 190 191 161 162 190 191 192 162 163 191 192 193 163 164 192 193 194 164
165 193 194 195 165 166 194 195 196 166 167 195 196 197 167 168 196 197 198 168
169 197 198 199 169 170 198 199 200 170 171 199 200 201 171 172 200 201 202 172
173 201 202 203 173 174 202 203 204 174 175 203 204 205 175 176 204 205 206 176
177 205 206 207 177 178 206 207 208 178 179 207 208 209 179 180 208 209 210 180
209 210 181 182 211 212 182 183 211 212 213 183 184 212 213 214 184 185 213 214
215 185 186 214 215 216 186 187 215 216 217 187 188 216 217 218 188 189 217 218
219 189 190 218 219 220 190 191 219 220 221 191 192 220 221 222 192 193 221 222
223 193 194 222 223 224 194 195 223 224 225 195 196 224 225 226 196 197 225 226
227 197 198 226 227 228 198 199 227 228 229 199 200 228 229 230 200 201 229 230
231 201 202 230 231 232 202 203 231 232 233 203 204 232 233 234 204 205 233 234
235 205 206 234 235 236 206 207 235 236 237 207 208 236 237 238 208 209 237 238
239 209 210 238 239 240 210 239 240 211 212 241 242 212 213 241 242 243 213 214
242 243 244 214 215 243 244 245 215 216 244 245 246 216 217 245 246 247 217 218
246 247 248 218 219 247 248 249 219 220 248 249 250 220 221 249 250 251 221 222
250 251 252 222 223 251 252 253 223 224 252 253 254 224 225 253 254 255 225 226
254 255 256 226 227 255 256 257 227 228 256 257 258 228 229 257 258 259 229 230
258 259 260 230 231 259 260 261 231 232 260 261 262 232 233 261 262 263 233 234
262 263 264 234 235 263 264 265 235 236 264 265 266 236 237 265 266 267 237 238
266 267 268 238 239 267 268 269 239 240 268 269 270 240 269 270 241 242 271 272
242 243 271 272 273 243 244 272 273 274 244 245 273 274 275 245 246 274 275 276
246 247 275 276 277 247 248 276 277 278 248 249 277 278 279 249 250 278 279 280
250 251 279 280 281 251 252 280 281 282 252 253 281 282 283 253 254 282 283 284
254 255 283 284 285 255 256 284 285 286 256 257 285 286 287 257 258 286 287 288
258 259 287 288 289 259 260 288 289 290 260 261 289 290 291 261 262 290 291 292
262 263 291 292 293 263 264 292 293 294 264 265 293 294 295 265 266 294 295 296
266 267 295 296 297 267 268 296 297 298 268 269 297 298 299 269 270 298 299 300
270 299 300 271 272 301 302 272 273 301 302 303 273 274 302 303 304 274 275 303
304 305 275 276 304 305 306 276 277 305 306 307 277 278 306 307 308 278 279 307
308 309 279 280 308 309 310 280 281 309 310 311 281 282 310 311 312 282 283 311
312 313 283 284 312 313 314 284 285 313 314 315 285 286 314 315 316 286 287 315
316 317 287 288 316 317 318 288 289 317 318 319 289 290 318 319 320 290 291 319
320 321 291 292 320 321 322 292 293 321 322 323 293 294 322 323 324 294 295 323
324 325 295 296 324 325 326 296 297 325 326 327 297 298 326 327 328 298 299 327
328 329 299 300 328 329 330 300 329 330 301 302 331 332 302 303 331 332 333 303
304 332 333 334 304 305 333 334 335 305 306 334 335 336 306 307 335 336 337 307
308 336 337 338 308 309 337 338 339 309 310 338 339 340 310 311 339 340 341 311
312 340 341 342 312 313 341 342 343 313 314 342 343 344 314 315 343 344 345 315
316 344 345 346 316 317 345 346 347 317 318 346 347 348 318 319 347 348 349 319
320 348 349 350 320 321 349 350 351 321 322 350 351 352 322 323 351 352 353 323
324 352 353 354 324 325 353 354 355 325 326 354 355 356 326 327 355 356 357 327
328 356 357 358 328 329 357 358 359 329 330 358 359 360 330 359 360 331 332 361
362 332 333 361 362 363 333 334 362 363 364 334 335 363 364 365 335 336 364 365
366 336 337 365 366 367 337 338 366 367 368 338 339 367 368 369 339 340 368 369
370 340 341 369 370 371 341 342 370 371 372 342 343 371 372 373 343 344 372 373
374 344 345 373 374 375 345 346 374 375 376 346 347 375 376 377 347 348 376 377
378 348 349 377 378 379 349 350 378 379 380 350 351 379 380 381 351 352 380 381
382 352 353 381 382 383 353 354 382 383 384 354 355 383 384 385 355 356 384 385
386 356 357 385 386 387 357 358 386 387 388 358 359 387 388 389 359 360 388 389
390 360 389 390 361 362 391 392 362 363 391 392 393 363 364 392 393 394 364 365
393 394 395 365 366 394 395 396 366 367 395 396 397 367 368 396 397 398 368 369
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401 402 403 373 374 402 403 404 374 375 403 404 405 375 376 404 405 406 376 377
405 406 407 377 378 406 407 408 378 379 407 408 409 379 380 408 409 410 380 381
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397 398 426 427 428 398 399 427 428 429 399 400 428 429 430 400 401 429 430 431
401 402 430 431 432 402 403 431 432 433 403 404 432 433 434 404 405 433 434 435
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417 418 446 447 448 418 419 447 448 449 419 420 448 449 450 420 449 450 421 422
451 452 422 423 451 452 453 423 424 452 453 454 424 425 453 454 455 425 426 454
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459 460 430 431 459 460 461 431 432 460 461 462 432 433 461 462 463 433 434 462
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529 499 500 528 529 530 500 501 529 530 531 501 502 530 531 532 502 503 531 532
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680 650 651 679 680 681 651 652 680 681 682 652 653 681 682 683 653 654 682 683
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900 900
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8.0 -1.0 -1.0 -1.0 -1.0 8.0 -1.0 -1.0 -1.0 -1.0
8.0 -1.0 -1.0 -1.0 -1.0 8.0 -1.0 -1.0 -1.0 -1.0
8.0 -1.0 -1.0 -1.0 -1.0 8.0 -1.0 -1.0 -1.0 -1.0
8.0 -1.0 -1.0 -1.0 -1.0 8.0 -1.0 -1.0 -1.0 -1.0
8.0 -1.0 -1.0 -1.0 -1.0 8.0 -1.0 -1.0 -1.0 -1.0
8.0 -1.0 -1.0 -1.0 -1.0 8.0 -1.0 -1.0 -1.0 -1.0
8.0 -1.0 -1.0 -1.0 -1.0 8.0 -1.0 -1.0 -1.0 -1.0
8.0 -1.0 -1.0 -1.0 -1.0 8.0 -1.0 -1.0 -1.0 -1.0
8.0 -1.0 -1.0 -1.0 -1.0 8.0 -1.0 -1.0 -1.0 -1.0
8.0 -1.0 -1.0 -1.0 -1.0 8.0 -1.0 -1.0 -1.0 -1.0
8.0 -1.0 -1.0 -1.0 -1.0 8.0 -1.0 -1.0 -1.0 -1.0
8.0 -1.0 -1.0 -1.0 -1.0 8.0 -1.0 -1.0 -1.0 -1.0
8.0 -1.0 -1.0 8.0 -1.0 8.0 -1.0 8.0 -1.0 8.0
-1.0 8.0 -1.0 8.0 -1.0 8.0 -1.0 8.0 -1.0 8.0
-1.0 8.0 -1.0 8.0 -1.0 8.0 -1.0 8.0 -1.0 8.0
-1.0 8.0 -1.0 8.0 -1.0 8.0 -1.0 8.0 -1.0 8.0
-1.0 8.0 -1.0 8.0 -1.0 8.0 -1.0 8.0 -1.0 8.0
-1.0 8.0 -1.0 8.0 -1.0 8.0 -1.0 8.0 -1.0 8.0
-1.0 8.0
...@@ -922,13 +922,13 @@ void comm_results(int root, int compute) { ...@@ -922,13 +922,13 @@ void comm_results(int root, int compute) {
def_malleability_results(&new_type); def_malleability_results(&new_type);
MPI_Bcast(mall_conf, 1, new_type, root, mall->intercomm); MPI_Bcast(mall_conf, 1, new_type, root, mall->intercomm);
/*
if(compute) { if(compute) {
mall_conf->sync_time = mall_conf->sync_end - mall_conf->sync_time; mall_conf->sync_time = mall_conf->sync_end - mall_conf->sync_time;
if(dist_a_data->entries) mall_conf->async_time = mall_conf->async_end - mall_conf->async_time; if(dist_a_data->entries) mall_conf->async_time = mall_conf->async_end - mall_conf->async_time;
mall_conf->malleability_time = mall_conf->malleability_end - mall_conf->malleability_time; mall_conf->malleability_time = mall_conf->malleability_end - mall_conf->malleability_time;
} }
*/
MPI_Type_free(&new_type); MPI_Type_free(&new_type);
} }
...@@ -937,6 +937,9 @@ void set_global_time(double ex_start) { ...@@ -937,6 +937,9 @@ void set_global_time(double ex_start) {
} }
void retrieve_results(double *sp_time, double *sy_time, double *asy_time, double *mall_time, double *ex_start) { void retrieve_results(double *sp_time, double *sy_time, double *asy_time, double *mall_time, double *ex_start) {
mall_conf->sync_time = mall_conf->sync_end - mall_conf->sync_time;
if(dist_a_data->entries) mall_conf->async_time = mall_conf->async_end - mall_conf->async_time;
mall_conf->malleability_time = mall_conf->malleability_end - mall_conf->malleability_time;
*sp_time = mall_conf->spawn_time; *sp_time = mall_conf->spawn_time;
*sy_time = mall_conf->sync_time; *sy_time = mall_conf->sync_time;
*asy_time = mall_conf->async_time; *asy_time = mall_conf->async_time;
......
#!/bin/bash
#SBATCH -N 1
#SBATCH -p P1
#SBATCH -t 00:10:00
module load /home/martini/MODULES/modulefiles/mpich-4.0.3-ofi
module load /home/martini/MODULES/modulefiles/intel64Only.module
echo "Test"
mpirun -np 4 ./build/a.out bcsstk01.rsa 2 n00 1
#mpirun -np 4 ./ConjugateGradient bcsstk17.rsa
#mpirun -np 8 ./ConjugateGradient bcsstk01.rsa
#mpirun -np 12 ./ConjugateGradient bcsstk01.rsa
echo "AUDIK"
#mpirun -np 4 ./ConjugateGradient ../../audikw_1/audikw_1.rb
#mpirun -np 4 ./ConjugateGradient ../../audikw_1/audikw_1.rb
#mpirun -np 4 ./ConjugateGradient ../../audikw_1/audikw_1.rb
echo "End"
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