FFTE

FFTE is a package by Daisuke Takahashi to compute Discrete Fourier Transforms of 1-, 2- and 3- dimensional sequences of length (2^p)*(3^q)*(5^r).

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

Project Site

ffte.jp

Test Created

7 April 2012

Last Updated

29 September 2020

Test Maintainer

Michael Larabel 

Test Type

Processor

Test Dependencies

C/C++ Compiler Toolchain + Fortran

Accolades

150k+ Downloads

Supported Platforms


Revision History

pts/ffte-1.2.1   [View Source]   Tue, 29 Sep 2020 10:43:28 GMT
Only build speed3d test that is used rather than make all to avoid a code issue elsewhere in codebase with latest GCC Gfortran.

pts/ffte-1.2.0   [View Source]   Sun, 27 Sep 2020 14:17:57 GMT
Update against FFTE 7.0, switch to speed3d for more demanding test.

pts/ffte-1.1.0   [View Source]   Sun, 04 Mar 2018 11:35:47 GMT
Update against FFTE 6.0, add Windows support.

pts/ffte-1.0.1   [View Source]   Sat, 07 Apr 2012 21:19:21 GMT
Syncing fix.

pts/ffte-1.0.0   [View Source]   Sat, 07 Apr 2012 21:09:37 GMT
Initial commit of a basic FFTE 5.0 test profile.

Suites Using This Test

HPC - High Performance Computing

Scientific Computing


Performance Metrics

Analyze Test Configuration:

FFTE 7.0

N=256, 3D Complex FFT Routine

OpenBenchmarking.org metrics for this test profile configuration based on 1,150 public results since 27 September 2020 with the latest data as of 22 May 2023.

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
MFLOPS (Average)
100th
12
273355 +/- 17775
100th
4
258422 +/- 6596
100th
6
249243 +/- 4737
99th
5
247553 +/- 749
98th
13
244251 +/- 3482
98th
7
243120 +/- 3847
97th
3
236351 +/- 9367
97th
8
233097 +/- 3370
95th
4
219905 +/- 4080
95th
3
218235 +/- 1970
95th
3
214289 +/- 9502
94th
8
205866 +/- 7980
94th
6
196905 +/- 2240
93rd
9
185812 +/- 739
92nd
15
180139 +/- 5646
91st
3
179710 +/- 1110
91st
4
175468 +/- 4717
90th
3
170116 +/- 1176
89th
6
168172 +/- 565
88th
12
161915 +/- 3288
87th
10
158194 +/- 2845
86th
10
150534 +/- 684
85th
5
149192 +/- 1141
84th
12
144266 +/- 10737
84th
8
144167 +/- 789
83rd
6
141014 +/- 373
83rd
3
138837 +/- 10
82nd
10
137312 +/- 1293
81st
10
135554 +/- 717
81st
10
135106 +/- 1263
76th
13
119477 +/- 4421
76th
6
117985 +/- 10624
Mid-Tier
75th
< 111564
75th
6
111504 +/- 304
75th
10
110868 +/- 991
74th
3
109766 +/- 823
74th
6
108704 +/- 222
73rd
3
102679 +/- 21
71st
15
101096 +/- 862
70th
22
100199 +/- 3293
68th
12
95800 +/- 2483
65th
10
84752 +/- 424
64th
9
83808 +/- 9876
64th
6
82390 +/- 3273
63rd
10
76678 +/- 367
62nd
3
69872 +/- 483
61st
10
68935 +/- 1342
60th
9
64649 +/- 8710
60th
6
62820 +/- 2671
59th
8
60599 +/- 1763
57th
3
56273 +/- 585
56th
7
55550 +/- 4499
56th
3
54700 +/- 2863
55th
14
53872 +/- 1014
55th
5
52364 +/- 5218
54th
3
51920 +/- 64
53rd
9
48874 +/- 2283
51st
10
44191 +/- 152
Median
50th
41213
49th
18
39402 +/- 3689
48th
7
38328 +/- 366
47th
7
37771 +/- 3284
46th
24
37251 +/- 2002
45th
6
36964 +/- 522
44th
3
36494 +/- 251
44th
14
36404 +/- 601
41st
6
34437 +/- 401
40th
6
33850 +/- 175
39th
3
33146 +/- 153
39th
4
32699 +/- 256
38th
3
31800 +/- 824
36th
4
30877 +/- 1465
36th
6
30837 +/- 865
36th
5
30593 +/- 416
36th
3
30454 +/- 309
35th
3
29994 +/- 283
35th
4
29100 +/- 109
34th
3
28547 +/- 221
32nd
6
26424 +/- 422
32nd
10
26339 +/- 1032
31st
6
26107 +/- 248
31st
6
26029 +/- 1756
30th
6
25683 +/- 215
30th
6
24677 +/- 909
29th
6
24060 +/- 2623
28th
6
23662 +/- 122
27th
3
22882 +/- 59
27th
9
22710 +/- 2482
26th
3
22535 +/- 865
26th
3
22352 +/- 115
Low-Tier
25th
< 21815
25th
3
20664 +/- 431
24th
3
20307 +/- 42
24th
7
20286 +/- 248
23rd
3
19909 +/- 267
23rd
4
19810 +/- 104
23rd
3
19298 +/- 131
22nd
4
18979 +/- 137
21st
3
18591 +/- 186
21st
3
17954 +/- 14
20th
3
17706 +/- 144
20th
5
17358 +/- 914
20th
5
17065 +/- 94
19th
3
16929 +/- 130
19th
3
16646 +/- 396
19th
3
16373 +/- 41
18th
4
16143 +/- 1913
18th
7
15956 +/- 418
18th
5
15598 +/- 1879
17th
3
15268 +/- 78
16th
8
15064 +/- 1643
15th
6
14689 +/- 239
15th
3
14610 +/- 83
15th
3
14405 +/- 118
14th
3
13557 +/- 75
13th
3
11652 +/- 10
12th
4
11444 +/- 119
12th
3
11365 +/- 41
11th
3
9755 +/- 92
11th
3
9222 +/- 146
11th
3
8832 +/- 12
9th
6
6720 +/- 418
8th
6
6314 +/- 694
7th
3
4855 +/- 42
5th
5
2350 +/- 239
OpenBenchmarking.orgDistribution Of Public Results - N=256, 3D Complex FFT Routine1150 Results Range From 218 To 310346 MFLOPS218642112624188272503031233374364363949842560456224868451746548085787060932639946610566911187211807512427813048113668414288714909015529316149616769917390218010518630819251119871420491721112021732322352622972923593224213524833825454126074426694727315027935328555629175929796230416531036820406080100

Based on OpenBenchmarking.org data, the selected test / test configuration (FFTE 7.0 - N=256, 3D Complex FFT Routine) has an average run-time of 2 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 BenchmarkN=256, 3D Complex FFT RoutineRun-Time246810Min: 1 / Avg: 1 / Max: 1

Based on public OpenBenchmarking.org results, the selected test / test configuration has an average standard deviation of 0.6%.

OpenBenchmarking.orgPercent, Fewer Is BetterAverage Deviation Between RunsN=256, 3D Complex FFT RoutineDeviation3691215Min: 0 / Avg: 0.61 / Max: 8

Notable Instruction Set Usage

Notable instruction set extensions supported by this test, based on an automatic analysis by the Phoronix Test Suite / OpenBenchmarking.org analytics engine.

Instruction Set
Support
Instructions Detected
SSE2 (SSE2)
Used by default on supported hardware.
 
SUBSD COMISD DIVSD CVTSI2SD MULSD ADDSD XORPD MOVAPD UNPCKLPD MOVUPD UNPCKHPD MULPD SUBPD ADDPD PUNPCKLQDQ MOVDQA SHUFPD SQRTSD CVTTSD2SI
Last automated analysis: 17 January 2022

This test profile binary relies on the shared libraries libgfortran.so.5, libm.so.6, libgomp.so.1, libc.so.6, libquadmath.so.0.

Tested CPU Architectures

This benchmark has been successfully tested on the below mentioned architectures. The CPU architectures listed is where successful OpenBenchmarking.org result uploads occurred, namely for helping to determine if a given test is compatible with various alternative CPU architectures.

CPU Architecture
Kernel Identifier
Verified On
Intel / AMD x86 64-bit
x86_64
(Many Processors)
RISC-V 64-bit
riscv64
SiFive RISC-V, SiFive U740
Loongson LoongArch 64-bit
loongarch64
Loongson-3A5000, Loongson-3A5000LL, Loongson-3C5000L
ARMv7 32-bit
armv7l
ARMv7 Cortex-A53 4-Core, ARMv7 Cortex-A72 4-Core
ARMv8 64-bit
aarch64
AArch64 rev 1, AArch64 rev 12, AArch64 rev 4, ARMv8 Cortex-A53 4-Core, ARMv8 Cortex-A72 4-Core, ARMv8 Neoverse-N1, ARMv8 rev 0 6-Core, Ampere Altra ARMv8 Neoverse-N1 160-Core

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