A group-theoretic construction yields multimode rotationally symmetric bosonic codes with linear-optical Pauli gates, and two-mode binomial instances that correct correlated dephasing exactly while improving dephasing performance without sacrificing loss correction.
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Multimode rotationally symmetric bosonic codes from group-theoretic construction
A group-theoretic construction yields multimode rotationally symmetric bosonic codes with linear-optical Pauli gates, and two-mode binomial instances that correct correlated dephasing exactly while improving dephasing performance without sacrificing loss correction.