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Merged
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Jun 17, 2025
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Added AMD and Intel Performance Library support for HPLinpack #524

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0 ...itTests/Examples/HPLinpack/HPLResults.txt → ...ests/Examples/HPLinpack/HPLResultsArm.txt
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179 changes: 179 additions & 0 deletions src/VirtualClient/VirtualClient.Actions.UnitTests/Examples/HPLinpack/HPLResultsIntel.txt
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Original file line number Diff line number Diff line change
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This is a SAMPLE run script. Change it to reflect the correct number
of CPUs/threads, number of nodes, MPI processes per node, etc..
This run was done on: Thu May 29 06:59:31 UTC 2025
RANK=0, NODE=0-0
================================================================================
HPLinpack 2.3 -- High-Performance Linpack benchmark -- December 2, 2018
Written by A. Petitet and R. Clint Whaley, Innovative Computing Laboratory, UTK
Modified by Piotr Luszczek, Innovative Computing Laboratory, UTK
Modified by Julien Langou, University of Colorado Denver
================================================================================

An explanation of the input/output parameters follows:
T/V : Wall time / encoded variant.
N : The order of the coefficient matrix A.
NB : The partitioning blocking factor.
P : The number of process rows.
Q : The number of process columns.
Time : Time in seconds to solve the linear system.
Gflops : Rate of execution for solving the linear system.

The following parameter values will be used:

N : 82081
NB : 256
PMAP : Column-major process mapping
P : 1
Q : 1
PFACT : Left
NBMIN : 1
NDIV : 2
RFACT : Right
BCAST : 1ring
DEPTH : 0
SWAP : Binary-exchange
L1 : no-transposed form
U : no-transposed form
EQUIL : no
ALIGN : 8 double precision words

--------------------------------------------------------------------------------

- The matrix A is randomly generated for each test.
- The following scaled residual check will be computed:
||Ax-b||_oo / ( eps * ( || x ||_oo * || A ||_oo + || b ||_oo ) * N )
- The relative machine precision (eps) is taken to be 1.110223e-16
- Computational tests pass if scaled residuals are less than 1.0

RakeshIntelub22 : Column=000512 Fraction=0.005 Kernel= 0.21 Mflops=1268334.82
RakeshIntelub22 : Column=001024 Fraction=0.010 Kernel=666265.85 Mflops=875324.97
RakeshIntelub22 : Column=001280 Fraction=0.015 Kernel=655308.59 Mflops=820894.74
RakeshIntelub22 : Column=001792 Fraction=0.020 Kernel=667668.21 Mflops=771127.79
RakeshIntelub22 : Column=002304 Fraction=0.025 Kernel=667635.57 Mflops=745997.64
RakeshIntelub22 : Column=002560 Fraction=0.030 Kernel=663520.09 Mflops=737095.45
RakeshIntelub22 : Column=003072 Fraction=0.035 Kernel=669753.70 Mflops=725325.21
RakeshIntelub22 : Column=003328 Fraction=0.040 Kernel=659563.91 Mflops=720012.72
RakeshIntelub22 : Column=003840 Fraction=0.045 Kernel=670323.43 Mflops=713254.08
RakeshIntelub22 : Column=004352 Fraction=0.050 Kernel=671159.69 Mflops=708277.26
RakeshIntelub22 : Column=004608 Fraction=0.055 Kernel=660836.80 Mflops=705615.26
RakeshIntelub22 : Column=005120 Fraction=0.060 Kernel=670662.80 Mflops=702165.99
RakeshIntelub22 : Column=005376 Fraction=0.065 Kernel=649590.41 Mflops=699641.54
RakeshIntelub22 : Column=005888 Fraction=0.070 Kernel=671290.28 Mflops=697252.96
RakeshIntelub22 : Column=006400 Fraction=0.075 Kernel=668118.13 Mflops=695007.19
RakeshIntelub22 : Column=006656 Fraction=0.080 Kernel=668036.21 Mflops=694015.90
RakeshIntelub22 : Column=007168 Fraction=0.085 Kernel=662833.64 Mflops=691885.40
RakeshIntelub22 : Column=007424 Fraction=0.090 Kernel=663095.99 Mflops=690944.12
RakeshIntelub22 : Column=007936 Fraction=0.095 Kernel=671273.29 Mflops=689762.09
RakeshIntelub22 : Column=008448 Fraction=0.100 Kernel=660854.57 Mflops=688120.65
RakeshIntelub22 : Column=008704 Fraction=0.105 Kernel=666492.33 Mflops=687534.43
RakeshIntelub22 : Column=009216 Fraction=0.110 Kernel=667876.05 Mflops=686535.55
RakeshIntelub22 : Column=009472 Fraction=0.115 Kernel=659123.21 Mflops=685854.60
RakeshIntelub22 : Column=009984 Fraction=0.120 Kernel=670795.25 Mflops=685160.70
RakeshIntelub22 : Column=010496 Fraction=0.125 Kernel=665501.64 Mflops=684299.94
RakeshIntelub22 : Column=010752 Fraction=0.130 Kernel=658620.48 Mflops=683749.98
RakeshIntelub22 : Column=011264 Fraction=0.135 Kernel=668371.24 Mflops=683133.57
RakeshIntelub22 : Column=011520 Fraction=0.140 Kernel=667999.66 Mflops=682839.21
RakeshIntelub22 : Column=012032 Fraction=0.145 Kernel=660338.58 Mflops=681996.18
RakeshIntelub22 : Column=012544 Fraction=0.150 Kernel=667707.16 Mflops=681492.79
RakeshIntelub22 : Column=012800 Fraction=0.155 Kernel=664645.58 Mflops=681203.01
RakeshIntelub22 : Column=013312 Fraction=0.160 Kernel=663288.50 Mflops=680612.42
RakeshIntelub22 : Column=013568 Fraction=0.165 Kernel=676041.89 Mflops=680540.47
RakeshIntelub22 : Column=014080 Fraction=0.170 Kernel=658680.83 Mflops=679863.64
RakeshIntelub22 : Column=014592 Fraction=0.175 Kernel=665657.22 Mflops=679447.44
RakeshIntelub22 : Column=014848 Fraction=0.180 Kernel=666992.17 Mflops=679269.98
RakeshIntelub22 : Column=015360 Fraction=0.185 Kernel=668174.31 Mflops=678966.49
RakeshIntelub22 : Column=015616 Fraction=0.190 Kernel=655927.83 Mflops=678653.51
RakeshIntelub22 : Column=016128 Fraction=0.195 Kernel=663909.37 Mflops=678272.39
RakeshIntelub22 : Column=016640 Fraction=0.200 Kernel=656695.78 Mflops=677731.14
RakeshIntelub22 : Column=016896 Fraction=0.205 Kernel=675137.97 Mflops=677700.25
RakeshIntelub22 : Column=017408 Fraction=0.210 Kernel=661103.40 Mflops=677310.49
RakeshIntelub22 : Column=017664 Fraction=0.215 Kernel=667421.36 Mflops=677198.12
RakeshIntelub22 : Column=018176 Fraction=0.220 Kernel=661226.75 Mflops=676844.13
RakeshIntelub22 : Column=018688 Fraction=0.225 Kernel=666292.16 Mflops=676620.56
RakeshIntelub22 : Column=018944 Fraction=0.230 Kernel=666020.91 Mflops=676510.73
RakeshIntelub22 : Column=019456 Fraction=0.235 Kernel=663706.21 Mflops=676252.96
RakeshIntelub22 : Column=019712 Fraction=0.240 Kernel=663332.93 Mflops=676125.69
RakeshIntelub22 : Column=020224 Fraction=0.245 Kernel=667312.31 Mflops=675958.44
RakeshIntelub22 : Column=020736 Fraction=0.250 Kernel=656838.54 Mflops=675602.62
RakeshIntelub22 : Column=020992 Fraction=0.255 Kernel=676776.92 Mflops=675613.00
RakeshIntelub22 : Column=021504 Fraction=0.260 Kernel=661931.44 Mflops=675373.07
RakeshIntelub22 : Column=021760 Fraction=0.265 Kernel=662519.38 Mflops=675262.83
RakeshIntelub22 : Column=022272 Fraction=0.270 Kernel=667418.43 Mflops=675133.14
RakeshIntelub22 : Column=022784 Fraction=0.275 Kernel=662806.71 Mflops=674934.66
RakeshIntelub22 : Column=023040 Fraction=0.280 Kernel=674655.32 Mflops=674932.50
RakeshIntelub22 : Column=023552 Fraction=0.285 Kernel=660954.27 Mflops=674717.63
RakeshIntelub22 : Column=023808 Fraction=0.290 Kernel=648254.26 Mflops=674514.53
RakeshIntelub22 : Column=024320 Fraction=0.295 Kernel=665768.74 Mflops=674387.40
RakeshIntelub22 : Column=024832 Fraction=0.300 Kernel=665010.05 Mflops=674255.23
RakeshIntelub22 : Column=025088 Fraction=0.305 Kernel=652135.63 Mflops=674099.49
RakeshIntelub22 : Column=025600 Fraction=0.310 Kernel=665580.82 Mflops=673985.08
RakeshIntelub22 : Column=025856 Fraction=0.315 Kernel=659615.01 Mflops=673889.66
RakeshIntelub22 : Column=026368 Fraction=0.320 Kernel=666658.77 Mflops=673797.14
RakeshIntelub22 : Column=026880 Fraction=0.325 Kernel=661200.94 Mflops=673639.60
RakeshIntelub22 : Column=027136 Fraction=0.330 Kernel=662972.20 Mflops=673574.38
RakeshIntelub22 : Column=027648 Fraction=0.335 Kernel=656818.26 Mflops=673372.92
RakeshIntelub22 : Column=028160 Fraction=0.340 Kernel=672539.93 Mflops=673363.43
RakeshIntelub22 : Column=028416 Fraction=0.345 Kernel=664380.80 Mflops=673312.66
RakeshIntelub22 : Column=028928 Fraction=0.350 Kernel=658784.89 Mflops=673151.20
RakeshIntelub22 : Column=029184 Fraction=0.355 Kernel=657696.15 Mflops=673066.87
RakeshIntelub22 : Column=029696 Fraction=0.360 Kernel=663551.81 Mflops=672966.50
RakeshIntelub22 : Column=030208 Fraction=0.365 Kernel=663250.65 Mflops=672866.98
RakeshIntelub22 : Column=030464 Fraction=0.370 Kernel=660682.66 Mflops=672805.57
RakeshIntelub22 : Column=030976 Fraction=0.375 Kernel=657259.39 Mflops=672651.91
RakeshIntelub22 : Column=031232 Fraction=0.380 Kernel=669983.72 Mflops=672639.23
RakeshIntelub22 : Column=031744 Fraction=0.385 Kernel=667523.97 Mflops=672591.60
RakeshIntelub22 : Column=032256 Fraction=0.390 Kernel=659387.80 Mflops=672470.76
RakeshIntelub22 : Column=032512 Fraction=0.395 Kernel=674751.87 Mflops=672480.76
RakeshIntelub22 : Column=033024 Fraction=0.400 Kernel=658060.16 Mflops=672354.23
RakeshIntelub22 : Column=033280 Fraction=0.405 Kernel=664847.16 Mflops=672322.27
RakeshIntelub22 : Column=033792 Fraction=0.410 Kernel=653976.19 Mflops=672167.29
RakeshIntelub22 : Column=034304 Fraction=0.415 Kernel=673441.90 Mflops=672177.44
RakeshIntelub22 : Column=034560 Fraction=0.420 Kernel=646487.51 Mflops=672072.96
RakeshIntelub22 : Column=035072 Fraction=0.425 Kernel=665190.73 Mflops=672019.83
RakeshIntelub22 : Column=035328 Fraction=0.430 Kernel=660656.47 Mflops=671976.56
RakeshIntelub22 : Column=035840 Fraction=0.435 Kernel=670194.19 Mflops=671963.49
RakeshIntelub22 : Column=036352 Fraction=0.440 Kernel=651285.14 Mflops=671812.01
RakeshIntelub22 : Column=036608 Fraction=0.445 Kernel=655672.98 Mflops=671754.48
RakeshIntelub22 : Column=037120 Fraction=0.450 Kernel=665973.67 Mflops=671714.85
RakeshIntelub22 : Column=037376 Fraction=0.455 Kernel=671438.84 Mflops=671713.93
RakeshIntelub22 : Column=037888 Fraction=0.460 Kernel=660974.93 Mflops=671642.98
RakeshIntelub22 : Column=038400 Fraction=0.465 Kernel=652786.16 Mflops=671520.51
RakeshIntelub22 : Column=038656 Fraction=0.470 Kernel=662935.35 Mflops=671493.62
RakeshIntelub22 : Column=039168 Fraction=0.475 Kernel=658152.28 Mflops=671411.42
RakeshIntelub22 : Column=039424 Fraction=0.480 Kernel=676176.46 Mflops=671425.41
RakeshIntelub22 : Column=039936 Fraction=0.485 Kernel=659271.64 Mflops=671353.93
RakeshIntelub22 : Column=040448 Fraction=0.490 Kernel=659773.99 Mflops=671287.89
RakeshIntelub22 : Column=040704 Fraction=0.495 Kernel=668675.67 Mflops=671280.70
RakeshIntelub22 : Column=042496 Fraction=0.515 Kernel=658417.64 Mflops=671045.43
RakeshIntelub22 : Column=044032 Fraction=0.535 Kernel=657112.56 Mflops=670847.05
RakeshIntelub22 : Column=045568 Fraction=0.555 Kernel=651349.83 Mflops=670592.10
RakeshIntelub22 : Column=047360 Fraction=0.575 Kernel=655697.09 Mflops=670388.88
RakeshIntelub22 : Column=048896 Fraction=0.595 Kernel=655390.78 Mflops=670231.09
RakeshIntelub22 : Column=050688 Fraction=0.615 Kernel=653935.67 Mflops=670051.78
RakeshIntelub22 : Column=052224 Fraction=0.635 Kernel=646724.40 Mflops=669853.37
RakeshIntelub22 : Column=054016 Fraction=0.655 Kernel=654602.46 Mflops=669720.80
RakeshIntelub22 : Column=055552 Fraction=0.675 Kernel=647656.74 Mflops=669574.19
RakeshIntelub22 : Column=057088 Fraction=0.695 Kernel=645617.71 Mflops=669432.79
RakeshIntelub22 : Column=065280 Fraction=0.795 Kernel=642569.28 Mflops=668878.41
RakeshIntelub22 : Column=073472 Fraction=0.895 Kernel=626205.50 Mflops=668539.89
RakeshIntelub22 : Column=081920 Fraction=0.995 Kernel=562289.91 Mflops=668394.17
================================================================================
T/V N NB P Q Time Gflops
--------------------------------------------------------------------------------
WC00R2L1 82081 256 1 1 551.89 6.68032e+02
HPL_pdgesv() start time Thu May 29 06:59:46 2025

HPL_pdgesv() end time Thu May 29 07:08:58 2025

--------------------------------------------------------------------------------
||Ax-b||_oo/(eps*(||A||_oo*||x||_oo+||b||_oo)*N)= 3.59653282e-03 ...... PASSED
================================================================================

Finished 1 tests with the following results:
1 tests completed and passed residual checks,
0 tests completed and failed residual checks,
0 tests skipped because of illegal input values.
--------------------------------------------------------------------------------

End of Tests.
================================================================================
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