DOIAbstract
AbstractA special class of self dual codes over an alphabet of size 16 which contains bothF4andF2+uF2is studied. Applications to codes over these two alphabets and unimodular lattices (Gaussian, golden and integer) are given
AbstractA special class of self dual codes over an alphabet of size 16 which contains bothF4andF2+uF2is studied. Applications to codes over these two alphabets and unimodular lattices (Gaussian, golden and integer) are given
AbstractIn this note, we investigate Type I codes over Z4 constructed from Hadamard matrices. As an ...
AbstractWe study self-dual codes over certain finite rings which are quotients of quadratic imaginar...
Self-dual codes are important because many of the best codes known are of this type and they have a ...
Self-dual codes over F4 for the Euclidean scalar product [2, 6] and over F2 + uF2 [1, 5] received so...
We look at the special class of self-dual codes called Type II codes over the alphabet Rm =F2m + uF2...
AbstractWe look at the special class of self-dual codes called Type II codes over the alphabet Rm=F2...
This study aims to give a characterization of Type II codes over Z4 x Z4 with respect to some select...
AbstractThe natural analogues of Lee weight and the Gray map over F4 are introduced. Self-dual codes...
AbstractRecently, there has been tremendous interest in self-dual codes over finite rings, specifica...
AbstractThis article is a survey of the current status of the classification and enumeration of self...
Abstract. We present two kinds of construction methods for self-dual codes over F2 + uF2. Specially,...
AbstractWe consider additive codes over GF(4) that are self-dual with respect to the Hermitian trace...
AbstractType II Z4-codes are a remarkable class of self-dual Z4-codes. A Type II Z4-code of length n...
AbstractThe classification of all self-dual codes over Z4 of length up to 15 and Type II codes of le...
Self-dual codes are important because many of the best codes known are of this type and they have a ...
AbstractIn this note, we investigate Type I codes over Z4 constructed from Hadamard matrices. As an ...
AbstractWe study self-dual codes over certain finite rings which are quotients of quadratic imaginar...
Self-dual codes are important because many of the best codes known are of this type and they have a ...
Self-dual codes over F4 for the Euclidean scalar product [2, 6] and over F2 + uF2 [1, 5] received so...
We look at the special class of self-dual codes called Type II codes over the alphabet Rm =F2m + uF2...
AbstractWe look at the special class of self-dual codes called Type II codes over the alphabet Rm=F2...
This study aims to give a characterization of Type II codes over Z4 x Z4 with respect to some select...
AbstractThe natural analogues of Lee weight and the Gray map over F4 are introduced. Self-dual codes...
AbstractRecently, there has been tremendous interest in self-dual codes over finite rings, specifica...
AbstractThis article is a survey of the current status of the classification and enumeration of self...
Abstract. We present two kinds of construction methods for self-dual codes over F2 + uF2. Specially,...
AbstractWe consider additive codes over GF(4) that are self-dual with respect to the Hermitian trace...
AbstractType II Z4-codes are a remarkable class of self-dual Z4-codes. A Type II Z4-code of length n...
AbstractThe classification of all self-dual codes over Z4 of length up to 15 and Type II codes of le...
Self-dual codes are important because many of the best codes known are of this type and they have a ...
AbstractIn this note, we investigate Type I codes over Z4 constructed from Hadamard matrices. As an ...
AbstractWe study self-dual codes over certain finite rings which are quotients of quadratic imaginar...
Self-dual codes are important because many of the best codes known are of this type and they have a ...
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