Platforms · Measurement record

Recordmi355x-2026-11-05Outputs validatedFixed

AMD Instinct MI355X

Measured on 5 November 2026 on one GPU, with the published method. 26 double-precision measurements of the tuned code for this platform: five launches each, every launch recorded.

One whole GPU, unpartitioned, with 192 host threads. Power cap 1,400 W, the maker's rated board power, ECC on, clocks not locked.

  • Published method
  • Run and checked by Xcelerit
  • Suite version: November 2026 round
  • Double precision
Accelerator
AMD Instinct MI355X
Power limit
1,400 W
Driver
amdgpu 7.1.3
Host CPU
AMD EPYC 9005 (Turin), 192 threads
Host memory
2,015 GiB
Operating system
Ubuntu 24.04.5 LTS
Compiler
ROCm 7.2.4, gfx950
Libraries
hipRAND/rocRAND

Results at a glance

The sizes the results rank at. Time is the mean of the middle three of five launches; throughput is the problem size over that time (Black-Scholes: options × 100 passes, the work of one call). Sizes in K and M are binary (1K = 1,024); throughput is per second, in decimal units. Tuned code: tuned for this chip under the same rules. Select a row to see the launches behind it.

WorkloadSizeTime (ms)Throughput (per s)EnergyWithin-launch CILaunch spread
Swaption portfolio, LMM1,024K paths5.45192,367,6321.726 Wh/bn±1.00%0.54%Inspect
Barrier options, Monte Carlo16,000 options5.902,710,8630.09743 Wh/M±0.36%0.12%Inspect
American options, binomial lattice512K options72.217,260,76037.27 Wh/bn±0.21%0.32%Inspect
European options, Black-Scholes formula128M options195.5868,625,741,5463.509 Wh/tn±1.00%0.05%Inspect
All 26 measurements
WorkloadCodeSizeTime (ms)Within-launch CILaunch spreadAverage warm calls per launch
Swaption portfolio, LMMTuned code16K0.438±0.09%2.61%4,567
Swaption portfolio, LMMTuned code32K0.450±0.05%3.08%4,444
Swaption portfolio, LMMTuned code64K0.620±0.08%0.29%3,228
Swaption portfolio, LMMTuned code128K0.710±0.44%2.28%5,533
Swaption portfolio, LMMTuned code256K1.363±1.00%4.64%11,908
Swaption portfolio, LMMTuned code512K2.544±1.00%3.88%7,877
Swaption portfolio, LMMTuned code1,024K5.451±1.00%0.54%2,797
Swaption portfolio, LMMTuned code2,048K10.529±0.74%0.38%776
Barrier options, Monte CarloTuned code2,0001.618±0.19%0.04%1,237
Barrier options, Monte CarloTuned code4,0002.149±0.13%0.21%931
Barrier options, Monte CarloTuned code8,0003.373±0.22%0.36%593
Barrier options, Monte CarloTuned code16,0005.902±0.36%0.12%339
Barrier options, Monte CarloTuned code32,00010.833±0.69%0.26%185
American options, binomial latticeTuned code16K9.415±0.45%3.60%213
American options, binomial latticeTuned code32K11.572±0.27%0.50%173
American options, binomial latticeTuned code64K15.839±0.23%0.15%127
American options, binomial latticeTuned code128K24.357±0.31%0.49%82
American options, binomial latticeTuned code256K40.440±0.27%0.64%50
American options, binomial latticeTuned code512K72.208±0.21%0.32%28
American options, binomial latticeTuned code1,024K134.339±0.15%0.37%15
American options, binomial latticeTuned code2,048K258.891±0.23%0.19%10
European options, Black-Scholes formulaTuned code, pinned host memory16M28.309±1.00%0.02%273
European options, Black-Scholes formulaTuned code, pinned host memory32M52.876±1.00%0.05%211
European options, Black-Scholes formulaTuned code, pinned host memory64M100.583±1.00%0.04%160
European options, Black-Scholes formulaTuned code, pinned host memory128M195.579±1.00%0.05%151
European options, Black-Scholes formulaTuned code, pinned host memory256M386.446±0.69%0.47%104

Outputs validated before speed

A time only counts if the output is right. At every problem size, the option price the tuned code computes is validated against the reference implementation's on the same machine.

WorkloadAgainst the reference codeResult
Swaption portfolio, LMMWithin 0.91% at 128K paths, on this platform's own random-number generatorPass
Barrier options, Monte CarloWithin 0.79% at 32,000 options, on this platform's own random-number generatorPass
American options, binomial latticeIdentical to double precisionPass
European options, Black-Scholes formulaIdentical to double precisionPass

Binomial and Black-Scholes are deterministic: the tuned code gives the reference code's prices. Monte Carlo: on GPUs the barrier and LMM codes generate their random numbers differently, so their prices differ only by sampling: within 4 standard errors of the reference implementation's, and fed the same random numbers they agree with the reference implementation's to within 1e-9 (relative).

Every launch behind one measurement

Pick a workload and a size. Each dot is one launch: the mean of its warm calls, run until the 95% confidence interval was within ±1% or until the call limit. The fastest and slowest launch are dropped and the middle three averaged into the result.

Zoom: drag a box on the chart or use the slider under it; reset brings it back.

Warm call, launch keptWarm call, launch droppedResult
LaunchWarm callsWarm mean (ms)Range (ms)Used

How time grows with the problem

Time against size on log scales, for every size measured. The dashed line is perfect linear scaling from the smallest size: points under it mean the machine was not yet full at small sizes.

What the record holds

The measurement record behind this page: every launch, the machine and the output validation, and the results as a table.

Full record (JSON) Results (CSV)

Free to cite with attribution: Xcelerit Finance Benchmarks, record mi355x-2026-11-05.

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