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Cyclic codes through \(B[X]\), \(B[X;\frac{1}{kp} \mathbb Z_0]\) and \(B[X;\frac{1}{p^k}\mathbb Z_0]\): a comparison - MaRDI portal

Cyclic codes through \(B[X]\), \(B[X;\frac{1}{kp} \mathbb Z_0]\) and \(B[X;\frac{1}{p^k}\mathbb Z_0]\): a comparison (Q2909809)

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scientific article; zbMATH DE number 6078487
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English
Cyclic codes through \(B[X]\), \(B[X;\frac{1}{kp} \mathbb Z_0]\) and \(B[X;\frac{1}{p^k}\mathbb Z_0]\): a comparison
scientific article; zbMATH DE number 6078487

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    6 September 2012
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    semigroup ring
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    cyclic code
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    BCH code
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    alternant code
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    Goppa code
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    Srivastava code
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    Cyclic codes through \(B[X]\), \(B[X;\frac{1}{kp} \mathbb Z_0]\) and \(B[X;\frac{1}{p^k}\mathbb Z_0]\): a comparison (English)
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