Hierarchical INTegration

This test runs the U.S. Department of Energy's Ames Laboratory Hierarchical INTegration (HINT) benchmark.

To run this test with the Phoronix Test Suite, the basic command is: phoronix-test-suite benchmark hint.

Project Site

ima.umn.edu

Test Created

7 December 2013

Last Updated

27 September 2020

Test Maintainer

Michael Larabel 

Test Type

System

Average Install Time

2 Seconds

Average Run Time

13 Minutes, 21 Seconds

Test Dependencies

C/C++ Compiler Toolchain

Accolades

100k+ Downloads

Supported Platforms


Public Result Uploads *Reported Installs **Reported Test Completions **Test Profile Page Views ***OpenBenchmarking.orgEventsHierarchical INTegration Popularity Statisticspts/hint2013.122014.032014.062014.092014.122015.032015.062015.092015.122016.032016.062016.092016.122017.032017.062017.092017.122018.032018.062018.092018.122019.032019.062019.092019.122020.032020.062020.092020.122021.032021.062021.095K10K15K20K25K
* Uploading of benchmark result data to OpenBenchmarking.org is always optional (opt-in) via the Phoronix Test Suite for users wishing to share their results publicly.
** Data based on those opting to upload their test results to OpenBenchmarking.org and users enabling the opt-in anonymous statistics reporting while running benchmarks from an Internet-connected platform.
*** Test profile page view reporting began March 2021.
Data current as of 21 September 2021.
DOUBLE24.2%FLOAT75.8%Test Option PopularityOpenBenchmarking.org

Revision History

pts/hint-1.0.3   [View Source]   Sun, 27 Sep 2020 10:34:33 GMT
Drop DOUBLE option that has been not working.

pts/hint-1.0.2   [View Source]   Tue, 14 Aug 2018 11:16:28 GMT
Remove the INT test option as with latest hardware doesn't seem to finish or take hours unlike FLOAT and DOUBLE tests.

pts/hint-1.0.1   [View Source]   Thu, 25 Aug 2016 13:54:45 GMT
Update CFLAGS handling

pts/hint-1.0.0   [View Source]   Sat, 07 Dec 2013 16:33:18 GMT
Initial commit of old Hierarchical INTegration benchmark.

Suites Using This Test

CPU Massive

Single-Threaded


Performance Metrics

Analyze Test Configuration:

Hierarchical INTegration 1.0

Test: FLOAT

OpenBenchmarking.org metrics for this test profile configuration based on 3,774 public results since 7 December 2013 with the latest data as of 21 September 2021.

Below is an overview of the generalized performance for components where there is sufficient statistically significant data based upon user-uploaded results. It is important to keep in mind particularly in the Linux/open-source space there can be vastly different OS configurations, with this overview intended to offer just general guidance as to the performance expectations.

Component
Percentile Rank
# Compatible Public Results
QUIPs (Average)
100th
3
554583836
100th
22
528445555 +/- 7634289
100th
10
517062121 +/- 45038370
100th
5
506238075 +/- 4822436
100th
15
504377067 +/- 34554335
100th
16
495722306 +/- 22481061
100th
6
492998231 +/- 1788334
99th
7
492189623 +/- 2085529
99th
5
489988837 +/- 4293451
99th
4
483699559 +/- 2748797
99th
6
480473874 +/- 883204
98th
39
473399989 +/- 1600023
98th
6
471633108 +/- 12555676
98th
9
455767349 +/- 1634963
98th
4
455260037 +/- 21267772
97th
4
445257875 +/- 6277659
97th
3
442601403 +/- 1335599
96th
5
441410997 +/- 4426530
96th
8
440437362 +/- 2006758
96th
21
433322862 +/- 33697123
95th
11
432360830 +/- 3462702
95th
4
431753958 +/- 1624282
95th
4
431595032 +/- 344937
95th
7
430646504 +/- 2623816
95th
3
421973931 +/- 306687
94th
3
420224469 +/- 1827725
94th
3
418216589 +/- 396602
94th
3
414206628 +/- 717487
94th
3
412603595 +/- 994974
94th
3
407374967 +/- 510547
93rd
5
406138757 +/- 8577530
93rd
6
404912746 +/- 2510814
93rd
34
400495471 +/- 58623762
91st
8
393557256 +/- 11478694
91st
3
393218033 +/- 625223
91st
18
392496769 +/- 7747527
91st
4
392003778 +/- 514957
91st
6
391569519 +/- 3913711
91st
3
391400246 +/- 1354945
91st
5
391388245 +/- 9386878
90th
12
389907859 +/- 14379028
90th
3
387670834 +/- 803222
90th
7
387227578 +/- 1320316
89th
22
385903536 +/- 12627213
89th
56
385166025 +/- 16221270
88th
6
383176032 +/- 2435060
88th
5
382893461 +/- 2888445
88th
3
382576092 +/- 1543883
88th
15
380638715 +/- 5994005
87th
3
379937119 +/- 171896
87th
6
377533642 +/- 4560825
87th
31
377365475 +/- 8061499
87th
3
377133272 +/- 3975015
86th
6
376285435 +/- 11216426
86th
6
374847593 +/- 3718323
86th
4
373967069 +/- 53515538
86th
5
373579663 +/- 3306991
86th
5
373092274 +/- 1682473
86th
28
372717754 +/- 39113566
86th
6
371649441 +/- 35462573
85th
23
371091325 +/- 54210417
85th
4
370561367 +/- 8880211
85th
11
369860184 +/- 1063592
85th
7
369104399 +/- 16273439
84th
8
363747827 +/- 3414749
83rd
22
363384560 +/- 870941
83rd
4
360681489 +/- 742979
81st
48
356188587 +/- 29759930
81st
4
355484006
81st
13
355463990 +/- 4849937
81st
4
351232098 +/- 18140724
81st
3
351204232 +/- 2371825
81st
7
350597981 +/- 8198883
81st
5
350145796 +/- 2392305
81st
7
349962825 +/- 3433516
81st
38
349754966 +/- 14154916
80th
3
349378999 +/- 3826373
80th
5
347843021 +/- 18486827
80th
10
347273529 +/- 9908327
79th
14
344069861 +/- 4189552
79th
4
342385986 +/- 1924334
79th
4
341759825 +/- 3546653
79th
15
341013325 +/- 8941431
78th
6
339781623 +/- 174628
78th
6
339330842 +/- 1691074
77th
12
338116114 +/- 8986657
77th
3
336150344 +/- 89561
76th
7
333798277 +/- 10528946
Mid-Tier
75th
< 331551277
75th
9
330458335 +/- 3352223
75th
49
329806845 +/- 9637169
75th
4
329706655 +/- 1762486
74th
13
325311133 +/- 4262241
74th
22
324266429 +/- 1999376
74th
12
324083167 +/- 3517362
73rd
3
321354218 +/- 970276
73rd
18
321341520 +/- 20649976
72nd
10
319810964 +/- 36545959
72nd
21
317060503 +/- 1606615
71st
5
314139366 +/- 4526637
71st
3
311460275 +/- 317271
71st
6
310405739 +/- 5706667
70th
3
309449905 +/- 6527972
70th
4
306220902 +/- 5505594
70th
8
303896346 +/- 2309268
69th
6
302331450 +/- 703524
69th
5
302290107 +/- 12616639
68th
29
301102090 +/- 9354372
68th
7
300979482 +/- 3331410
68th
10
299848784 +/- 4197887
68th
8
299392369 +/- 3660876
67th
10
298601180 +/- 10208453
67th
56
298338652 +/- 1935189
66th
3
295435440 +/- 577658
66th
3
295319268
66th
10
295224653 +/- 3912650
65th
10
294707615 +/- 3418896
65th
12
293512077 +/- 3724694
65th
6
292084864 +/- 1292159
64th
66
291183068 +/- 40870322
64th
13
290889585 +/- 3540142
64th
10
290725856 +/- 3614743
64th
10
290503108 +/- 3579580
64th
10
290026746 +/- 3647989
64th
9
289429112 +/- 4007203
64th
3
288641172 +/- 128949
63rd
5
288397185
62nd
4
286057530 +/- 284705
62nd
4
284367121 +/- 10105275
62nd
12
283062214 +/- 648642
61st
8
282343830 +/- 3429569
61st
10
281384642 +/- 3553423
61st
10
280619513 +/- 3974493
61st
31
278558417 +/- 2880867
60th
9
278193598 +/- 29869625
60th
3
278012786 +/- 209266
59th
3
274235020
59th
5
274090978
59th
3
271579505 +/- 11029568
59th
20
270925623 +/- 846926
58th
5
266316963 +/- 3689839
58th
18
266283567 +/- 2181535
57th
7
265446642 +/- 18227020
57th
6
263087100 +/- 1621447
57th
12
262936577 +/- 22343283
54th
19
255060726 +/- 12714605
53rd
8
245754556 +/- 2114588
52nd
3
241571217 +/- 2722430
52nd
3
241444382 +/- 737252
Median
50th
241337216
50th
83
241337216
45th
257
232124959 +/- 9132756
44th
6
223704375 +/- 11547335
44th
4
221384020 +/- 19572808
34th
13
214561567 +/- 7986342
34th
10
211449057 +/- 22230923
33rd
15
200445562 +/- 527019
33rd
4
199805953 +/- 28100722
33rd
4
195514925 +/- 1896934
33rd
5
194997261 +/- 1501922
32nd
47
191361049 +/- 21788799
31st
3
185720984 +/- 10748577
30th
3
170506617 +/- 22588587
30th
5
165268196 +/- 6791545
30th
20
161055752 +/- 17709197
Low-Tier
25th
< 146186971
24th
169
143784935 +/- 2409304
24th
5
143424818 +/- 2505863
21st
3
129966135 +/- 8944722
21st
10
128164724 +/- 15730051
21st
5
124604327 +/- 13791506
20th
4
120604647 +/- 669724
20th
3
119683468 +/- 6097271
19th
47
105932091 +/- 194178
18th
25
103269044 +/- 12567348
18th
3
97414417 +/- 106839
18th
5
92120260 +/- 130204
17th
3
89688922 +/- 1037687
17th
4
81261753 +/- 214621
17th
11
76325513 +/- 10187417
17th
4
69171824 +/- 183077
14th
93
68757119 +/- 535549
7th
14
56902712 +/- 7147107
7th
8
54950561 +/- 4250985
4th
3
50426265 +/- 417530
4th
11
37213912 +/- 5382723
4th
83
26092626
OpenBenchmarking.orgDistribution Of Public Results - Test: FLOAT3756 Results Range From 18890833 To 684026750 QUIPs1889083332193552454962715879899072101709854044289870714711200986612531258513861530415191802316522074217852346119182618020512889921843161823173433724503705625833977527164249428494521329824793231155065132485337033815608935145880836476152737806424639136696540466968441797240343127512244457784145788056047118327948448599849778871751109143652439415553769687455099959356430231257760503159090775060421046961751318863081590764411862665742134567072406468402678380160240320400

Based on OpenBenchmarking.org data, the selected test / test configuration (Hierarchical INTegration 1.0 - Test: FLOAT) has an average run-time of 7 minutes. By default this test profile is set to run at least 3 times but may increase if the standard deviation exceeds pre-defined defaults or other calculations deem additional runs necessary for greater statistical accuracy of the result.

OpenBenchmarking.orgMinutesTime Required To Complete BenchmarkTest: FLOATRun-Time612182430Min: 1 / Avg: 6.87 / Max: 28

Based on public OpenBenchmarking.org results, the selected test / test configuration has an average standard deviation of 0.2%.

OpenBenchmarking.orgPercent, Fewer Is BetterAverage Deviation Between RunsTest: FLOATDeviation246810Min: 0 / Avg: 0.15 / Max: 4

Does It Scale Well With Increasing Cores?

No, based on the automated analysis of the collected public benchmark data, this test / test settings does not generally scale well with increasing CPU core counts. Data based on publicly available results for this test / test settings, separated by vendor, result divided by the reference CPU clock speed, grouped by matching physical CPU core count, and normalized against the smallest core count tested from each vendor for each CPU having a sufficient number of test samples and statistically significant data.

AMDIntelOpenBenchmarking.orgRelative Core Scaling To BaseHierarchical INTegration CPU Core ScalingTest: FLOAT246812161820243248641280.79791.59582.39373.19163.9895

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