Jakob Moosbauer

most citedThe FBHHRBNRSSSHK-Algorithm for Multiplication in

Z_{2}^{5 \times 5}

is still not the end of the story

1 citations · 1 across the 2 of their papers we have counts for

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cs.SC2022

Flip Graphs for Matrix Multiplication

Manuel Kauers, Jakob Moosbauer

We introduce a new method for discovering matrix multiplication schemes based on random walks in a certain graph, which we call the flip graph. Using this method, we were able to r…

cs.SC2022★ 1 cited

The FBHHRBNRSSSHK-Algorithm for Multiplication in $Z_{2}^{5 \times 5}$ is still not the end of the story

Manuel Kauers, Jakob Moosbauer

In response to a recent Nature article which announced an algorithm for multiplying $5 \times 5$ -matrices over $Z_{2}$ with only 96 multiplications, two fewer than the previou…

Flip Graphs for Matrix Multiplication

The FBHHRBNRSSSHK-Algorithm for Multiplication in Z25×5​ is still not the end of the story

The FBHHRBNRSSSHK-Algorithm for Multiplication in $Z_{2}^{5 \times 5}$ is still not the end of the story