A concatenated construction for linear complementary dual codes was given by Carlet et al. using the so-called isometry inner codes. Here, we obtain a concatenated construction to the more general family, linear complementary pair of codes. Moreover, we extend the dual code description of Chen et al. for concatenated codes to duals of generalized concatenated codes. This allows us to use generalized concatenated codes for the construction of linear complementary pair of codes
This study is an exposition of Chapter 5 of the book entitled Elements of Algebraic Coding Theory by...
Linear codes with complementary-duals (LCD) are linear codes that intersect with their dual trivial...
International audienceWe give a short and elementary proof of the fact that for a linear complementa...
A concatenated construction for linear complementary dual codes was given by Carlet et al. using the...
We give a new concatenated type construction for linear codes with complementary dual (LCD) over sma...
We study linear complementary pairs (LCP) of codes (C, D), where both codes belong to the same algeb...
We study linear complementary pairs (LCP) of codes (C, D), where both codes belong to the same algeb...
A linear code is linear complementary dual (LCD) if it meets its dual trivially. LCD codes have been...
We study complementary dual Fq-linear codes defined over an extension field Fqm , which we refer to ...
International audienceA linear code is linear complementary dual (LCD) if it meets its dual triviall...
AbstractA linear code with a complementary dual (or an LCD code) is defined to be a linear code C wh...
A pair of linear codes (C, D) of length n over F-q is called a linear complementary pair (LCP) if th...
A code is said to be complementary dual if it meets its dual trivially. We give a sufficient conditi...
International audienceA linear code is Linear Complementary Dual LCD if and only if it meets its dua...
A code is said to be complementary dual if it meets its dual trivially. We give a sucient condition...
This study is an exposition of Chapter 5 of the book entitled Elements of Algebraic Coding Theory by...
Linear codes with complementary-duals (LCD) are linear codes that intersect with their dual trivial...
International audienceWe give a short and elementary proof of the fact that for a linear complementa...
A concatenated construction for linear complementary dual codes was given by Carlet et al. using the...
We give a new concatenated type construction for linear codes with complementary dual (LCD) over sma...
We study linear complementary pairs (LCP) of codes (C, D), where both codes belong to the same algeb...
We study linear complementary pairs (LCP) of codes (C, D), where both codes belong to the same algeb...
A linear code is linear complementary dual (LCD) if it meets its dual trivially. LCD codes have been...
We study complementary dual Fq-linear codes defined over an extension field Fqm , which we refer to ...
International audienceA linear code is linear complementary dual (LCD) if it meets its dual triviall...
AbstractA linear code with a complementary dual (or an LCD code) is defined to be a linear code C wh...
A pair of linear codes (C, D) of length n over F-q is called a linear complementary pair (LCP) if th...
A code is said to be complementary dual if it meets its dual trivially. We give a sufficient conditi...
International audienceA linear code is Linear Complementary Dual LCD if and only if it meets its dua...
A code is said to be complementary dual if it meets its dual trivially. We give a sucient condition...
This study is an exposition of Chapter 5 of the book entitled Elements of Algebraic Coding Theory by...
Linear codes with complementary-duals (LCD) are linear codes that intersect with their dual trivial...
International audienceWe give a short and elementary proof of the fact that for a linear complementa...