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PDF Availablehttps://doi.org/10.1017/s0004972724000893
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Cite Publication Date: Oct 22, 2024 | |
 License type: other-oa |
Abstract Weighing matrices with entries in the complex cubic and sextic roots of unity are employed to construct Hermitian self-dual codes and Hermitian linear complementary dual codes over the finite field $\mathrm {GF}(4).$ The parameters of these codes are explored for small matrix orders and weights.
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