Intrinsic MacWilliams identities are introduced for quantum codes in group representations, yielding linear programming bounds on permutation-invariant qubit and qudit codes.
A quantum analog of delsarte’s linear programming bounds
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MacWilliams Identities for Intrinsic Quantum Codes
Intrinsic MacWilliams identities are introduced for quantum codes in group representations, yielding linear programming bounds on permutation-invariant qubit and qudit codes.