DOIAbstract
AbstractWe show how to construct error-correcting codes from flag varieties on a finite field Fq. We give some examples. For some codes, we give the parameters and give the weights and the number of codewords of minimal weight
AbstractWe show how to construct error-correcting codes from flag varieties on a finite field Fq. We give some examples. For some codes, we give the parameters and give the weights and the number of codewords of minimal weight
We look at low-density parity-check codes over a finite field K associated with finite geometries T(...
This book provides a brief and accessible introduction to the theory of finite fields and to some of...
We determine information sets for the generalized Reed–Muller codes and use these to apply partial p...
AbstractWe show how to construct error-correcting codes from flag varieties on a finite field Fq. We...
We study a certain kind of linear codes, namely divisible codes, over finite fields. These codes, in...
Abstract: Elements from extensions of qF are employed to construct a class of linear error-block co...
This article belongs to the Special Issue Algebra and Its ApplicationsIn this paper we study flag co...
This paper presents the outlines of elementary error-correcting codes. The first section is an intro...
Error correcting codes are defined and important parameters for a code are explained. Parameters of ...
In this paper we study flag codes on Fnq, being Fq the finite field with q elements. Special attenti...
This technical report discusses some of the aspects of error detection using finite fields
This article gives new fast methods for decoding certain error-correcting codes by solving certain a...
This project delves into the underlying mathematics and applicative computer science of error-correc...
The coding theory plays an important role in improving the reliability in information and communicat...
We consider linear error correcting codes associated to higher-dimensional projective varieties defi...
We look at low-density parity-check codes over a finite field K associated with finite geometries T(...
This book provides a brief and accessible introduction to the theory of finite fields and to some of...
We determine information sets for the generalized Reed–Muller codes and use these to apply partial p...
AbstractWe show how to construct error-correcting codes from flag varieties on a finite field Fq. We...
We study a certain kind of linear codes, namely divisible codes, over finite fields. These codes, in...
Abstract: Elements from extensions of qF are employed to construct a class of linear error-block co...
This article belongs to the Special Issue Algebra and Its ApplicationsIn this paper we study flag co...
This paper presents the outlines of elementary error-correcting codes. The first section is an intro...
Error correcting codes are defined and important parameters for a code are explained. Parameters of ...
In this paper we study flag codes on Fnq, being Fq the finite field with q elements. Special attenti...
This technical report discusses some of the aspects of error detection using finite fields
This article gives new fast methods for decoding certain error-correcting codes by solving certain a...
This project delves into the underlying mathematics and applicative computer science of error-correc...
The coding theory plays an important role in improving the reliability in information and communicat...
We consider linear error correcting codes associated to higher-dimensional projective varieties defi...
We look at low-density parity-check codes over a finite field K associated with finite geometries T(...
This book provides a brief and accessible introduction to the theory of finite fields and to some of...
We determine information sets for the generalized Reed–Muller codes and use these to apply partial p...
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