We define additive self-dual codes over G F ( 4 ) with minimal shadow, and we prove the nonexistence of extremal Type I additive self-dual codes over G F ( 4 ) with minimal shadow for some parameters
We show that (n, 2n) additive codes over GF(4) can be represented as directed graphs. This generaliz...
Self-dual codes are important because many of the best codes known are of this type and they have a ...
AbstractThis article is a survey of the current status of the classification and enumeration of self...
We define additive self-dual codes over G ...
Binary self-dual codes and additive self-dual codes over GF(4) contain common points. Both have Type...
Recently Bachoc and Gaborit introduced the notion of s-extremality for binary self-dual codes, gener...
* Supported by COMBSTRU Research Training Network HPRN-CT-2002-00278 and the Bulgarian National Scie...
AbstractWe consider additive codes over GF(4) that are self-dual with respect to the Hermitian trace...
AbstractThe notion of a shadow of a self-dual binary code is generalized to self-dual codes over Z4....
AbstractAdditive codes over F4 have been of great interest due to their application to quantum error...
Binary self-dual codes and additive self-dual codes over F4 have in common interesting properties, f...
Binary self-dual codes and additive self-dual codes over F4 have in common interesting properties, f...
AbstractWe consider additive codes over GF(4) that are self-dual with respect to the Hermitian trace...
We denote GF_4={0,1,w,w^2} where w^2=w+1. An additive code C over GF_4 of length n is an additive su...
Self-dual codes are important because many of the best codes known are of this type and they have a ...
We show that (n, 2n) additive codes over GF(4) can be represented as directed graphs. This generaliz...
Self-dual codes are important because many of the best codes known are of this type and they have a ...
AbstractThis article is a survey of the current status of the classification and enumeration of self...
We define additive self-dual codes over G ...
Binary self-dual codes and additive self-dual codes over GF(4) contain common points. Both have Type...
Recently Bachoc and Gaborit introduced the notion of s-extremality for binary self-dual codes, gener...
* Supported by COMBSTRU Research Training Network HPRN-CT-2002-00278 and the Bulgarian National Scie...
AbstractWe consider additive codes over GF(4) that are self-dual with respect to the Hermitian trace...
AbstractThe notion of a shadow of a self-dual binary code is generalized to self-dual codes over Z4....
AbstractAdditive codes over F4 have been of great interest due to their application to quantum error...
Binary self-dual codes and additive self-dual codes over F4 have in common interesting properties, f...
Binary self-dual codes and additive self-dual codes over F4 have in common interesting properties, f...
AbstractWe consider additive codes over GF(4) that are self-dual with respect to the Hermitian trace...
We denote GF_4={0,1,w,w^2} where w^2=w+1. An additive code C over GF_4 of length n is an additive su...
Self-dual codes are important because many of the best codes known are of this type and they have a ...
We show that (n, 2n) additive codes over GF(4) can be represented as directed graphs. This generaliz...
Self-dual codes are important because many of the best codes known are of this type and they have a ...
AbstractThis article is a survey of the current status of the classification and enumeration of self...
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