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Electronic Colloquium on Computational Complexity

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REPORTS > KEYWORD > ORTHOGONAL MATRICES:
Reports tagged with Orthogonal Matrices:
TR16-159 | 18th October 2016
Daniel Grier, Luke Schaeffer

New Hardness Results for the Permanent Using Linear Optics

In 2011, Aaronson gave a striking proof, based on quantum linear optics, showing that the problem of computing the permanent of a matrix is #P-hard. Aaronson's proof led naturally to hardness of approximation results for the permanent, and it was arguably simpler than Valiant's seminal proof of the same fact ... more >>>




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