We introduce two types of curves of interest for coding theory purposes: the so-called Castle and weak Castle curves. We study the main properties of codes arising from these curves.3439940
In both algebraic geometry and coding theory, there is a great deal of interest in finding curves wi...
This monograph presents a comprehensive treatment of recent results on algebraic geometry as they ap...
About ten years ago, V.D. Goppa found a surprising connection between the theory of algebraic curves...
*Partially supported by NATO.We study Ca,b curves and their applications to coding theory. Recently,...
AbstractWe construct codes generated via the recent theory of V.D. Goppa, using elliptic curves over...
In 2002, van der Geer and van der Vlugt gave explicit equations for an asymptotically good tower of ...
When information is transmitted, errors are likely to occur. Coding theory examines efficient ways o...
Channel coding is the branch of Information Theory which studies the noise that can occur in data tr...
A part of this work has been done when the author was a Post Doc researcher supported by the French ...
When information is transmitted, errors are likely to occur. Coding theory examines effi cient ways ...
The coding theory plays an important role in improving the reliability in information and communicat...
AbstractWe propose a uniform approach to BCH codes, Goppa codes, and subfield subcodes of algebraic ...
In 1981 V.D. Goppa [9] used the evaluation of rational functions on algebraic curves to define a ne...
AbstractIn this paper we investigate three classes of linear codes arising from elliptic curves and ...
AbstractWe investigate the parameters of the algebraic–geometric codes constructed from vector bundl...
In both algebraic geometry and coding theory, there is a great deal of interest in finding curves wi...
This monograph presents a comprehensive treatment of recent results on algebraic geometry as they ap...
About ten years ago, V.D. Goppa found a surprising connection between the theory of algebraic curves...
*Partially supported by NATO.We study Ca,b curves and their applications to coding theory. Recently,...
AbstractWe construct codes generated via the recent theory of V.D. Goppa, using elliptic curves over...
In 2002, van der Geer and van der Vlugt gave explicit equations for an asymptotically good tower of ...
When information is transmitted, errors are likely to occur. Coding theory examines efficient ways o...
Channel coding is the branch of Information Theory which studies the noise that can occur in data tr...
A part of this work has been done when the author was a Post Doc researcher supported by the French ...
When information is transmitted, errors are likely to occur. Coding theory examines effi cient ways ...
The coding theory plays an important role in improving the reliability in information and communicat...
AbstractWe propose a uniform approach to BCH codes, Goppa codes, and subfield subcodes of algebraic ...
In 1981 V.D. Goppa [9] used the evaluation of rational functions on algebraic curves to define a ne...
AbstractIn this paper we investigate three classes of linear codes arising from elliptic curves and ...
AbstractWe investigate the parameters of the algebraic–geometric codes constructed from vector bundl...
In both algebraic geometry and coding theory, there is a great deal of interest in finding curves wi...
This monograph presents a comprehensive treatment of recent results on algebraic geometry as they ap...
About ten years ago, V.D. Goppa found a surprising connection between the theory of algebraic curves...
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