A mixed-dimensional quantum MacWilliams identity is established relating Shor-Laflamme and unitary weight enumerators, yielding generalized Hamming, Singleton, and Scott bounds plus constraints on AME states.
Since 32>19.59, the first condition holds
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The mixed-dimensional quantum MacWilliams identity: bounds for codes and absolutely maximally entangled states in heterogeneous systems
A mixed-dimensional quantum MacWilliams identity is established relating Shor-Laflamme and unitary weight enumerators, yielding generalized Hamming, Singleton, and Scott bounds plus constraints on AME states.