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New type I binary \([72, 36, 12]\) self-dual codes from \(M_6(\mathbb{F}_2)G\) -- group matrix rings by a hybrid search technique based on a neighbourhood-virus optimisation algorithm - MaRDI portal

New type I binary \([72, 36, 12]\) self-dual codes from \(M_6(\mathbb{F}_2)G\) -- group matrix rings by a hybrid search technique based on a neighbourhood-virus optimisation algorithm (Q6584298)

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scientific article; zbMATH DE number 7893271
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English
New type I binary \([72, 36, 12]\) self-dual codes from \(M_6(\mathbb{F}_2)G\) -- group matrix rings by a hybrid search technique based on a neighbourhood-virus optimisation algorithm
scientific article; zbMATH DE number 7893271

    Statements

    New type I binary \([72, 36, 12]\) self-dual codes from \(M_6(\mathbb{F}_2)G\) -- group matrix rings by a hybrid search technique based on a neighbourhood-virus optimisation algorithm (English)
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    6 August 2024
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    linear codes
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    binary self-dual codes
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    group matrix rings
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    neighbours of self-dual codes
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    evolutionary algorithms
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