Add to ORKGThis work offers a general overview on Reed-Solomon codes as a subclass of cyclic codes and BCH codes, using a mathematical approach to describe their practical aspects. After briefly exposing Galois Fields theory, a systematic encoding strategy through generator polynomial and a decoder based on Berlekamp-Massey and Forney algorithm are presented. A Matlab implementation of an encoder and a decoder can be found in this wor
International audienceIn this paper we investigate the structure of quasi-BCH codes. In the first pa...
Abstract. The effect of changing the basis for representation of Reed-Solomon codes in the binary fo...
Reed-Muller (RM) codes are among the oldest, simplest and perhaps most ubiquitous family of codes. T...
Includes bibliographical references (page 34)Ternary Reed-Solomon codes and a technique for encoding...
The work deals with the encoding and decoding of Reed-Solomon codes. There is generally described al...
This module provides a brief introduction to the theory of error-detecting and error-correcting code...
In this paper we will introduce a specific class of cyclic convolutional codes. The construction is ...
Reed-Solomon code is nowadays broadly used in many fields of data transmission. Using of error corre...
Reed-Solomon codes are an important class of error cor-recting codes used in many applications relat...
The object of research is the processes of error-correcting coding in telecommunication and computer...
The object of research is the processes of error-correcting coding in telecommunication and computer...
Two challenges in algebraic coding theory are addressed within this dissertation. The first one is ...
The work deals with error-correcting codes, specifically encoding and decoding Reed-Solomon codes. A...
The first part of the thesis acquaints us with the Reed-Solomon codes, methods of their construction...
Abstract—In this paper, we present a new basis of polynomial over finite fields of characteristic tw...
International audienceIn this paper we investigate the structure of quasi-BCH codes. In the first pa...
Abstract. The effect of changing the basis for representation of Reed-Solomon codes in the binary fo...
Reed-Muller (RM) codes are among the oldest, simplest and perhaps most ubiquitous family of codes. T...
Includes bibliographical references (page 34)Ternary Reed-Solomon codes and a technique for encoding...
The work deals with the encoding and decoding of Reed-Solomon codes. There is generally described al...
This module provides a brief introduction to the theory of error-detecting and error-correcting code...
In this paper we will introduce a specific class of cyclic convolutional codes. The construction is ...
Reed-Solomon code is nowadays broadly used in many fields of data transmission. Using of error corre...
Reed-Solomon codes are an important class of error cor-recting codes used in many applications relat...
The object of research is the processes of error-correcting coding in telecommunication and computer...
The object of research is the processes of error-correcting coding in telecommunication and computer...
Two challenges in algebraic coding theory are addressed within this dissertation. The first one is ...
The work deals with error-correcting codes, specifically encoding and decoding Reed-Solomon codes. A...
The first part of the thesis acquaints us with the Reed-Solomon codes, methods of their construction...
Abstract—In this paper, we present a new basis of polynomial over finite fields of characteristic tw...
International audienceIn this paper we investigate the structure of quasi-BCH codes. In the first pa...
Abstract. The effect of changing the basis for representation of Reed-Solomon codes in the binary fo...
Reed-Muller (RM) codes are among the oldest, simplest and perhaps most ubiquitous family of codes. T...