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Note that mixed Hermitian/Symmetric support is intentionally real-only, because complex Symmetric is not a Hermitian definite problem. |
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AMDGPU.jl Benchmarks
Details
| Benchmark suite | Current: f3cab5f | Previous: 790ffef | Ratio |
|---|---|---|---|
amdgpu/synchronization/context/device |
640 ns |
600 ns |
1.07 |
amdgpu/synchronization/stream/blocking |
270 ns |
250 ns |
1.08 |
amdgpu/synchronization/stream/nonblocking |
360 ns |
330 ns |
1.09 |
array/accumulate/Float32/1d |
86321 ns |
85181 ns |
1.01 |
array/accumulate/Float32/dims=1 |
316234 ns |
346495 ns |
0.91 |
array/accumulate/Float32/dims=1L |
135832 ns |
135832 ns |
1 |
array/accumulate/Float32/dims=2 |
129322 ns |
133722 ns |
0.97 |
array/accumulate/Float32/dims=2L |
2810031 ns |
2807449 ns |
1.00 |
array/accumulate/Int64/1d |
97761 ns |
97751 ns |
1.00 |
array/accumulate/Int64/dims=1 |
243523 ns |
327884 ns |
0.74 |
array/accumulate/Int64/dims=1L |
167762 ns |
167762 ns |
1 |
array/accumulate/Int64/dims=2 |
122592 ns |
128652 ns |
0.95 |
array/accumulate/Int64/dims=2L |
2985303 ns |
2987542 ns |
1.00 |
array/broadcast |
90451 ns |
85431 ns |
1.06 |
array/construct |
1700 ns |
1640 ns |
1.04 |
array/copy |
39070 ns |
37090 ns |
1.05 |
array/copyto!/cpu_to_gpu |
183192 ns |
119302 ns |
1.54 |
array/copyto!/gpu_to_cpu |
115372 ns |
183102 ns |
0.63 |
array/copyto!/gpu_to_gpu |
60751 ns |
73881 ns |
0.82 |
array/iteration/findall/bool |
180053 ns |
180732 ns |
1.00 |
array/iteration/findall/int |
190923 ns |
199623 ns |
0.96 |
array/iteration/findfirst/bool |
117472 ns |
121852 ns |
0.96 |
array/iteration/findfirst/int |
115881 ns |
114861 ns |
1.01 |
array/iteration/findmin/1d |
169572 ns |
170243 ns |
1.00 |
array/iteration/findmin/2d |
153793 ns |
155382 ns |
0.99 |
array/iteration/logical |
354545 ns |
355195 ns |
1.00 |
array/iteration/scalar |
289114 ns |
290084 ns |
1.00 |
array/permutedims/2d |
74651 ns |
75151 ns |
0.99 |
array/permutedims/3d |
73881 ns |
74541 ns |
0.99 |
array/permutedims/4d |
77241 ns |
77212 ns |
1.00 |
array/random/rand/Float32 |
51311 ns |
50610 ns |
1.01 |
array/random/rand/Int64 |
56261 ns |
57201 ns |
0.98 |
array/random/rand!/Float32 |
86801 ns |
95971 ns |
0.90 |
array/random/rand!/Int64 |
91372 ns |
86611 ns |
1.05 |
array/random/randn/Float32 |
88711 ns |
99462 ns |
0.89 |
array/random/randn!/Float32 |
96751 ns |
108421 ns |
0.89 |
array/reductions/mapreduce/Float32/1d |
133152 ns |
133292 ns |
1.00 |
array/reductions/mapreduce/Float32/dims=1 |
95081 ns |
95621 ns |
0.99 |
array/reductions/mapreduce/Float32/dims=1L |
774411 ns |
778531 ns |
0.99 |
array/reductions/mapreduce/Float32/dims=2 |
96862 ns |
97572 ns |
0.99 |
array/reductions/mapreduce/Float32/dims=2L |
298724 ns |
308705 ns |
0.97 |
array/reductions/mapreduce/Int64/1d |
134031 ns |
134702 ns |
1.00 |
array/reductions/mapreduce/Int64/dims=1 |
95001 ns |
96291 ns |
0.99 |
array/reductions/mapreduce/Int64/dims=1L |
779552 ns |
785001 ns |
0.99 |
array/reductions/mapreduce/Int64/dims=2 |
96271 ns |
96932 ns |
0.99 |
array/reductions/mapreduce/Int64/dims=2L |
300325 ns |
308475 ns |
0.97 |
array/reductions/reduce/Float32/1d |
133271 ns |
133372 ns |
1.00 |
array/reductions/reduce/Float32/dims=1 |
94912 ns |
95181 ns |
1.00 |
array/reductions/reduce/Float32/dims=1L |
775042 ns |
775611 ns |
1.00 |
array/reductions/reduce/Float32/dims=2 |
96642 ns |
97251 ns |
0.99 |
array/reductions/reduce/Float32/dims=2L |
297444 ns |
297585 ns |
1.00 |
array/reductions/reduce/Int64/1d |
133852 ns |
135242 ns |
0.99 |
array/reductions/reduce/Int64/dims=1 |
95081 ns |
95041 ns |
1.00 |
array/reductions/reduce/Int64/dims=1L |
777551 ns |
781271 ns |
1.00 |
array/reductions/reduce/Int64/dims=2 |
96071 ns |
96491 ns |
1.00 |
array/reductions/reduce/Int64/dims=2L |
307385 ns |
302104 ns |
1.02 |
array/reverse/1d |
43201 ns |
42991 ns |
1.00 |
array/reverse/1dL |
74871 ns |
75381 ns |
0.99 |
array/reverse/1dL_inplace |
111402 ns |
167852 ns |
0.66 |
array/reverse/1d_inplace |
141082 ns |
72911 ns |
1.93 |
array/reverse/2d |
50621 ns |
51030 ns |
0.99 |
array/reverse/2dL |
101831 ns |
101682 ns |
1.00 |
array/reverse/2dL_inplace |
126222 ns |
107362 ns |
1.18 |
array/reverse/2d_inplace |
143612 ns |
85981 ns |
1.67 |
array/sorting/1d |
341685 ns |
342214 ns |
1.00 |
integration/byval/reference |
38940 ns |
39040 ns |
1.00 |
integration/byval/slices=1 |
40101 ns |
40281 ns |
1.00 |
integration/byval/slices=2 |
159702 ns |
146872 ns |
1.09 |
integration/byval/slices=3 |
238554 ns |
238173 ns |
1.00 |
integration/volumerhs |
5036353 ns |
5024071 ns |
1.00 |
kernel/indexing |
129452 ns |
67700 ns |
1.91 |
kernel/indexing_checked |
69131 ns |
64401 ns |
1.07 |
kernel/launch |
1290 ns |
1350 ns |
0.96 |
kernel/rand |
196543 ns |
198943 ns |
0.99 |
latency/import |
1585085821 ns |
1577477738 ns |
1.00 |
latency/precompile |
36331778672 ns |
36338831604 ns |
1.00 |
latency/ttfp |
2158035653 ns |
2145912756 ns |
1.01 |
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Add ROCMatrix-specific generalized eigensolver support for Hermitian and Symmetric inputs.
This makes calls like
eigen(Hermitian(A_gpu), Hermitian(B_gpu))dispatch to rocSOLVER instead of falling through to the genericLinearAlgebrapath.Changes
sygvd!/hegvd!rocSOLVER wrappers.eigen(A, B)methods forSymmetricandHermitianROC matrices.uplo, matching BaseLinearAlgebrabehavior.infotoLinearAlgebra.PosDefException.Testing
Added regression coverage for generalized
SymmetricandHermitianROCMatrix eigensolver calls.Fixes #903.