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Re:Can We Solve Linear Algebra Problems at Extreme Scale and... by snovv_crash on Friday September 17, 2021 @05:40AM (#28563170)
Agreed, I've seen better results from algorithmic approaches.

For example, Takahashi for bounded-error on extremely large dot product. Depending on use case even doing a pseudo-Takahashi where you only merge the error back once every N iterations can unblock instruction-level parallelism letting the performance hit be only around 2x relative to naive dot products, but with still effectively the same guarantees.

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