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On maximum-likelihood decoding with circuit-level errors
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Error probability distribution associated with a given Clifford measurement circuit is described exactly in terms of the circuit error-equivalence group, or the circuit subsystem code previously introduced by Bacon, Flammia, Harrow, and Shi. This gives a prescription for maximum-likelihood decoding with a given measurement circuit. Marginal distributions for subsets of circuit errors are also analyzed; these generate a family of related asymmetric LDPC codes of varying degeneracy. More generally, such a family is associated with any quantum code. Implications for decoding highly-degenerate quantum codes are discussed.
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A partition function framework for estimating logical error curves in stabilizer codes
A ratio of partition functions, the decoding probability, exactly measures the success rate of maximum partition function decoders, including maximum likelihood and degeneracy-enhanced maximum probability decoding.
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