The class of constacyclic codes plays an important role in the theory or error-correcting codes. They are considered as a remarkable generalization of cyclic codes. In this paper, we study constacyclic codes over finite Krasner hyperfields in which we characterize them by their generating polynomial. Moreover, we study the dual of these codes by finding their parity check polynomial
Cyclic codes give us the most probable method by which we may detect and correct data transmission e...
Abstract—In this paper, we study the structure of cyclic, quasi cyclic, constacyclic codes and their...
Cyclic codes over finite fields form an important class of codes which has been extensively studied,...
During the study of the two-dimensional cyclic (TDC) codes of length $n=ls$ over a finite field $\ma...
During the study of the two-dimensional cyclic (TDC) codes of length $n=ls$ over a finite field $\ma...
AbstractAn equivalence relation called isometry is introduced to classify constacyclic codes over a ...
AbstractConstacyclic codes are generalizations of the familiar linear cyclic codes. In this paper co...
AbstractLet Fq be a finite field with q=pm elements, where p is an odd prime and m⩾1. In this paper,...
Let p≠3 be any prime. A classification of constacyclic codes of length 3ps over the finite field Fpm...
An equivalence relation is introduced on the nonzero elements of the finite field Fpm to classify co...
An equivalence relation is introduced on the nonzero elements of the finite field Fpm to classify co...
In this paper, several families of irreducible constacyclic codes over finite fields and their duals...
An equivalence relation is introduced on the nonzero elements of the finite field Fpm to classify co...
This paper overviews the study of skew Θ-λ-constacyclic codes over finite fields and finite commutat...
We investigate the notion of cyclicity for convolutional codes as it has been introduced in the pape...
Cyclic codes give us the most probable method by which we may detect and correct data transmission e...
Abstract—In this paper, we study the structure of cyclic, quasi cyclic, constacyclic codes and their...
Cyclic codes over finite fields form an important class of codes which has been extensively studied,...
During the study of the two-dimensional cyclic (TDC) codes of length $n=ls$ over a finite field $\ma...
During the study of the two-dimensional cyclic (TDC) codes of length $n=ls$ over a finite field $\ma...
AbstractAn equivalence relation called isometry is introduced to classify constacyclic codes over a ...
AbstractConstacyclic codes are generalizations of the familiar linear cyclic codes. In this paper co...
AbstractLet Fq be a finite field with q=pm elements, where p is an odd prime and m⩾1. In this paper,...
Let p≠3 be any prime. A classification of constacyclic codes of length 3ps over the finite field Fpm...
An equivalence relation is introduced on the nonzero elements of the finite field Fpm to classify co...
An equivalence relation is introduced on the nonzero elements of the finite field Fpm to classify co...
In this paper, several families of irreducible constacyclic codes over finite fields and their duals...
An equivalence relation is introduced on the nonzero elements of the finite field Fpm to classify co...
This paper overviews the study of skew Θ-λ-constacyclic codes over finite fields and finite commutat...
We investigate the notion of cyclicity for convolutional codes as it has been introduced in the pape...
Cyclic codes give us the most probable method by which we may detect and correct data transmission e...
Abstract—In this paper, we study the structure of cyclic, quasi cyclic, constacyclic codes and their...
Cyclic codes over finite fields form an important class of codes which has been extensively studied,...
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