In this study, some special matrices are constructed by choosing certain elements from finite rings and certain codes are written by using these matrices. These codes are extended to a field. Moreover these codes are classified and more good codes are written
In Hadamard Matrices and Their Applications, K. J. Horadam provides the first unified account of coc...
ABSTRACT: Hadamard matrices have wide applications in image analysis, signal processing, coding theo...
AbstractA general method unifying known constructions of binary self-orthogonal codes from combinato...
In this study, some special matrices are constructed by choosing certain elements from finite rings ...
In this work we describe construction of Hadamard matrices and use of this matrices in practice. We...
Bu tezin amacı yeni ve iyi kodların varlığını ortaya koymaktır. Tez çalışmasında önce kodlama teoris...
This article aims to explore the algebraic structure of Hadamard propelinear codes, which are not ab...
. Various forms of the extension problem are discussed for linear codes defined over finite rings. T...
The existence of Hadamard matrices remains one of the most challenging open questions in combinatori...
In the 1960's Florence MacWilliams proved two important results in coding theory. The first result i...
This volume develops the depth and breadth of the mathematics underlying the construction and analys...
In this note, we study self-dual codes constructed from Hadamard matrices. We also give a classifica...
This paper discusses the foundations of the theory of linear codes defined over finite modules. Two ...
This work is mainly devoted to the study of generalization of Hadamard matrices, first over the sth ...
AbstractThe techniques of algebraic geometry have been widely and successfully applied to the study ...
In Hadamard Matrices and Their Applications, K. J. Horadam provides the first unified account of coc...
ABSTRACT: Hadamard matrices have wide applications in image analysis, signal processing, coding theo...
AbstractA general method unifying known constructions of binary self-orthogonal codes from combinato...
In this study, some special matrices are constructed by choosing certain elements from finite rings ...
In this work we describe construction of Hadamard matrices and use of this matrices in practice. We...
Bu tezin amacı yeni ve iyi kodların varlığını ortaya koymaktır. Tez çalışmasında önce kodlama teoris...
This article aims to explore the algebraic structure of Hadamard propelinear codes, which are not ab...
. Various forms of the extension problem are discussed for linear codes defined over finite rings. T...
The existence of Hadamard matrices remains one of the most challenging open questions in combinatori...
In the 1960's Florence MacWilliams proved two important results in coding theory. The first result i...
This volume develops the depth and breadth of the mathematics underlying the construction and analys...
In this note, we study self-dual codes constructed from Hadamard matrices. We also give a classifica...
This paper discusses the foundations of the theory of linear codes defined over finite modules. Two ...
This work is mainly devoted to the study of generalization of Hadamard matrices, first over the sth ...
AbstractThe techniques of algebraic geometry have been widely and successfully applied to the study ...
In Hadamard Matrices and Their Applications, K. J. Horadam provides the first unified account of coc...
ABSTRACT: Hadamard matrices have wide applications in image analysis, signal processing, coding theo...
AbstractA general method unifying known constructions of binary self-orthogonal codes from combinato...
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