Jan 23, 2017 · To the best of our knowledge, this is the first improvement over the brute-force \exp(n)-time algorithm for this problem.
Our algorithm is based on the sum-of-squares hierarchy and its analysis is inspired by Lovett's proof (STOC '14, JACM '16) that the communication complexity of ...
Our algorithm is based on the sum-of-squares hierarchy and its analysis is inspired by Lovett's proof (STOC '14, JACM '16) that the ...
Quantum Entan- glement, Sum of Squares, and the Log Rank Conjecture. In Proceedings of. 49th Annual ACM SIGACT Symposium on the Theory of Computing, Montreal,.
[PDF] Quantum entanglement, sum of squares, and the log rank con
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One of the results of this paper is a proof of Theorem 5 (see ??). It turns out that this can be done using ideas from the works on the log rank conjecture.
Quantum Entanglement, Sum of Squares, and the Log Rank ...
simons.berkeley.edu › talks › quantum-e...
The algorithm is based on a general rounding paradigm that uses polynomial reweightings to round the solution to the Sum-of-Squares (SoS) semidefinite ...
Our algorithm is based on the sum-of-squares hierarchy and its analysis is inspired by Lovett's proof (STOC '14, JACM '16) that the communication complexity of ...
The algorithm is based on the sum-of-squares hierarchy and its analysis is inspired by Lovett's proof that the communication complexity of every rank-n Boolean ...
Qantum entanglement, sum of squares, and the log rank conjecture. Boaz Barak, Pravesh K. Kothari, David Steurer. Computer Science.
Duration: 35:40
Posted: Nov 9, 2017
Posted: Nov 9, 2017