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Decoding hypergraph additions

Quantum Computing SE Archived Jul 24, 2026 ! Full text unavailable

In this paper by Baranes et al., they introduce decoding hypergraph, denoted DEM_ij, extracted using gauge detectors on stim circuits that consist of: a set of hyperedges (error events) and their associated detector configurations. Each decoding hypergraph DEM_ij is a matrix, a collection of error probabilities p_n and corresponding detector configurations Dn: DEM_ij = {(D_n, p_n)}. They approximate the decoding problem of loss-induced errors by summing those decoding hypergraphs over all possib

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    Quantum Computing SE
    Category
    ◌ Quantum Computing
    Published
    Jul 15, 2026
    Archived
    Jul 24, 2026
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