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Codes having up to 10 check bits have been constructed using this method for correcting double and triple errors as well as burst-type errors of 3 digit width.
Codes having up to 10 check bits have been constructed using this method for correcting double and triple errors as well as burst-type errors of 3 digit width.
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Each of these classes of codes is described by a specific algorithm for constructing the code. The classes form overlapping sets so that a particular code may ...
We consider the construction of group block codes, i.e., subgroups of Gn, the n-fold direct product of a group G. Two concepts are introduced that make this ...
The main research presented in this thesis is around constructing binary self-dual codes using group rings together with some well-known code construction ...
Apr 13, 2020 · Abstract: This paper focuses on correcting a theorem relating to the construction of permutation group codes (PGCs).
Dec 19, 2019 · An algebraic description, including the concatenated structure, of such codes is presented. This allows to construct quasi group codes from ...
Abstract: We study codes constructed from ideals in group algebras and we are particularly interested in their dimensions and weights.
In coding theory, group codes are a type of code. ... "An efficient algorithm for constructing minimal trellises for codes over finite Abelian groups".
A group-algebra code is a k -dimensional linear subspace of the group algebra of G with coefficients in the field G F ( q ) = F q with q elements. To be precise ...