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8 votes
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What's the complexity to check whether a matrix is Diagonalizable?

You can do this in uniform NC, see: G. Villard. Fast parallel algorithms for matrix reduction to canonical forms. AAECC 8:511-537, 1997. http://link.springer.com/article/10.1007%2Fs002000050089
Markus Bläser's user avatar
24 votes

Bigger picture behind the choice of matrices in the Strassen algorithm

Sci. 7: 127-148, 1978) proves that there is only one algorithm to multiply $2 \times 2$-matrices with 7 multiplications up to equivalence. …
Markus Bläser's user avatar
12 votes
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What is the asymptotically fastest known algorithm for computing the nullspace of a matrix?

The exponent of computing a basis of the kernel is the same as the exponent of matrix multiplication, see the book Algebraic Complexity Theory by Bürgisser, Clausen & Shokrollahi. So it can be done i …
Markus Bläser's user avatar