Concatenating quantum Reed-Solomon codes over the gross code via Galois qudits reaches teraquop regime at uniform 10^{-3} noise with reduced overhead.
International Symposium on Applied Algebra, Algebraic Algorithms, and Error-Correcting Codes , pages=
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A forced-gap post-selection strategy using repeated Relay-BP decoder runs improves logical error rates by over 4x on 72- and 144-qubit bivariate bicycle codes at fixed post-selection rate.
A review that defines Galois qudits over binary extension fields, their Clifford hierarchies, Pauli measurements, stabilizer tableaux, qubit mappings, and quantum Reed-Solomon codes.
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Concatenating Algebraic Codes over High-Rate Quantum LDPC Codes
Concatenating quantum Reed-Solomon codes over the gross code via Galois qudits reaches teraquop regime at uniform 10^{-3} noise with reduced overhead.
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Forced Gap Post-Selection for Quantum LDPC Codes and their Operations
A forced-gap post-selection strategy using repeated Relay-BP decoder runs improves logical error rates by over 4x on 72- and 144-qubit bivariate bicycle codes at fixed post-selection rate.
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A Review of Galois Qudits
A review that defines Galois qudits over binary extension fields, their Clifford hierarchies, Pauli measurements, stabilizer tableaux, qubit mappings, and quantum Reed-Solomon codes.