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Your search keyword '"Dougherty, S. T."' showing total 6 results
Start Over Author "Dougherty, S. T." Topic self-dual codes
6 results on '"Dougherty, S. T."'

4. Skew G-codes.

Author

Dougherty, S. T., Şahinkaya, Serap, and Yıldız, Bahattin

Subjects
*FINITE rings, *CYCLIC codes, *FINITE groups, *COMMUTATIVE rings, *GROUP rings
Abstract

We describe skew G-codes, which are codes that are the ideals in a skew group ring, where the ring is a finite commutative Frobenius ring and G is an arbitrary finite group. These codes generalize many of the well-known classes of codes such as cyclic, quasicyclic, constacyclic codes, skew cyclic, skew quasicyclic and skew constacyclic codes. Additionally, using the skew G-matrices, we can generalize almost all the known constructions in the literature for self-dual codes. [ABSTRACT FROM AUTHOR]

Published
2023
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6. Extensions of Z2Z4-additive self-dual codes preserving their properties.

Author

Bilal, M., Borges, J., Dougherty, S. T., and Fernandez-Cordoba, C.

Abstract

Following [5], given a Z2Z4-additive self-dual code, one can easily extend this code and generate an extended Z2Z4-additive self-dual code with greater length. In this communication we study these constructions and check if properties like separability and code Type are retained or not. [ABSTRACT FROM PUBLISHER]

Published
2012
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