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Profiling matrix multiplication with small matrices in Pytorch
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import torch | |
from torch.profiler import profile, record_function, ProfilerActivity | |
def fast_bmm(a, b): | |
return (a.unsqueeze(-1) * b.unsqueeze(-3)).sum(-2) | |
fast_bmm_compiled = torch.compile(fast_bmm) | |
def run_comparison(batch_size, matrix_dim): | |
B, D = batch_size, matrix_dim | |
# run functions | |
fast_bmm_compiled(torch.randn([B, D, D]).cuda(), torch.randn([B, D, D]).cuda()) | |
fast_bmm(torch.randn([B, D, D]).cuda(), torch.randn([B, D, D]).cuda()) | |
mat0 = torch.randn([B, D, D]).cuda() | |
mat1 = torch.randn([B, D, D]).cuda() | |
assert torch.allclose( | |
torch.bmm(mat0, mat1), | |
fast_bmm_compiled(mat0, mat1), | |
atol=1e-4, | |
rtol=1e-4, | |
) | |
with profile( | |
activities=[ProfilerActivity.CPU, ProfilerActivity.CUDA], | |
) as prof: | |
torch.bmm(mat0, mat1) # warm up? | |
with record_function("fast bmm"): | |
fast_bmm(mat0, mat1) | |
with record_function("compiled fast bmm"): | |
fast_bmm_compiled(mat0, mat1) | |
with record_function("bmm"): | |
torch.bmm(mat0, mat1) | |
return prof | |
if __name__ == "__main__": | |
B = 2**16 | |
dimensions = range(2, 20) | |
results = {"bmm": [], "fast bmm": [], "compiled fast bmm": []} | |
for D in dimensions: | |
prof = run_comparison(B, D) | |
key_av = prof.key_averages() | |
for struct in key_av: | |
if struct.key in results: | |
results[struct.key].append(struct.cuda_time_total) | |
import matplotlib.pyplot as plt | |
from matplotlib.ticker import MaxNLocator | |
plt.semilogy( | |
dimensions, results["bmm"], | |
dimensions, results["fast bmm"], | |
dimensions, results["compiled fast bmm"], | |
) | |
plt.legend(["torch.bmm", "fast_bmm", "torch.compile(fast_bmm)"]) | |
plt.title(f"Profiling batched square matrix multiplication [{B}, D, D] @ [{B}, D, D]") | |
plt.xlabel("Dimension (D)") | |
plt.gca().xaxis.set_major_locator(MaxNLocator(integer=True)) | |
plt.ylabel("Total CUDA time [us]") | |
plt.savefig("profile.png", dpi=200, bbox_inches="tight") | |
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