Austin G. Fowler, Adam C. Whiteside, Lloyd C. L. Hollenberg
We perform a timing analysis of our current implementation of the algorithm described in arXiv:1110.5133. Our implementation performs the classical processing associated with an nxn lattice of qubits realizing a square surface code storing a single logical qubit of information in a fault-tolerant manner. We empirically demonstrate that our implementation requires only O(n^2) average time per round of error correction for code distances ranging from 4 to 512 and a range of depolarizing error rates. We also describe tests we have performed to verify that it always obtains a true minimum weight perfect matching.
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http://arxiv.org/abs/1202.5602
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