Efficiency: It may not be as efficient for large numbers because it requires a loop over the bits of one of the multiplicands. Limited applicability: It's best suited for small to moderate-sized ...

Abstract: In many applications, matrix multiplication involves different shapes of matrices. The shape of the matrix can significantly impact the performance of matrix multiplication algorithm. This ...

Abstract: Communication-optimal algorithms are known for square matrix multiplication. Here, we obtain the first communication-optimal algorithm for all dimensions of rectangular matrices. Combining ...

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