2022
DOI: 10.1007/s10773-022-05035-8
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(f, σ, δ)-skew Polycyclic Codes and Their Applications to Quantum Codes

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Cited by 5 publications
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“…Then, they generalized the (σ, δ)-polycyclic codes over fields into T M -invariant linear codes. As applications, in [28,29], (σ, δ)-polycyclic codes were used to establish good quantum codes, and in [30], these codes were applied to construct Z-lattices in R N . It is remarkable that (σ, δ)-polycyclic codes have been described by different terminologies in the above references, such as "(σ, δ)-codes", "( f, σ, δ)-codes", "(M, σ, δ)-codes", and "skew generalized cyclic codes".…”
Section: Introductionmentioning
confidence: 99%
“…Then, they generalized the (σ, δ)-polycyclic codes over fields into T M -invariant linear codes. As applications, in [28,29], (σ, δ)-polycyclic codes were used to establish good quantum codes, and in [30], these codes were applied to construct Z-lattices in R N . It is remarkable that (σ, δ)-polycyclic codes have been described by different terminologies in the above references, such as "(σ, δ)-codes", "( f, σ, δ)-codes", "(M, σ, δ)-codes", and "skew generalized cyclic codes".…”
Section: Introductionmentioning
confidence: 99%