DOIAbstract
AbstractThe main result of the paper is expressions for the support weight distributions of a linear code in terms of the support weight distributions of the dual code
AbstractThe main result of the paper is expressions for the support weight distributions of a linear code in terms of the support weight distributions of the dual code
We have found earlier in [1] sufficient conditions for a linear blockcode to be good or proper for e...
The program WDHV is designed to calculate the weight distribution of linear codes over finite fields...
A series of identities relating the weight distribution in any code space to the weight distribution...
AbstractThe main result of the paper is expressions for the support weight distributions of a linear...
We show how to compute the support weight distribution A(i)(r) for r greater than or equal to k - d1...
SIGLECNRS-CDST / INIST-CNRS - Institut de l'Information Scientifique et TechniqueFRFranc
We show how to compute the support weight distribution A/sub i//sup r/ for r/spl ges/k-d/sub 2//sup ...
This study is an exposition of Chapter 5 of the book entitled Elements of Algebraic Coding Theory by...
AbstractProperties of the weight distribution of low-dimensional generalized Reed–Muller codes are u...
AbstractWe give new, primarily combinatorial proofs of the MacWilliams identifies which relate the w...
In this correspondence, the weight distribution of a class of linear codes based on perfect nonlinea...
AbstractThe Gleason-Pierce theorem characterizes those fields for which formally self-dual divisible...
This paper is about weight distribution of a code and zeta polynomials. Some computations and exampl...
AbstractWe study the weight distribution of the linear codes over GF(ql) which have generator matric...
This paper is about linear error-correcting codes which adapt to the degree of inteference encounter...
We have found earlier in [1] sufficient conditions for a linear blockcode to be good or proper for e...
The program WDHV is designed to calculate the weight distribution of linear codes over finite fields...
A series of identities relating the weight distribution in any code space to the weight distribution...
AbstractThe main result of the paper is expressions for the support weight distributions of a linear...
We show how to compute the support weight distribution A(i)(r) for r greater than or equal to k - d1...
SIGLECNRS-CDST / INIST-CNRS - Institut de l'Information Scientifique et TechniqueFRFranc
We show how to compute the support weight distribution A/sub i//sup r/ for r/spl ges/k-d/sub 2//sup ...
This study is an exposition of Chapter 5 of the book entitled Elements of Algebraic Coding Theory by...
AbstractProperties of the weight distribution of low-dimensional generalized Reed–Muller codes are u...
AbstractWe give new, primarily combinatorial proofs of the MacWilliams identifies which relate the w...
In this correspondence, the weight distribution of a class of linear codes based on perfect nonlinea...
AbstractThe Gleason-Pierce theorem characterizes those fields for which formally self-dual divisible...
This paper is about weight distribution of a code and zeta polynomials. Some computations and exampl...
AbstractWe study the weight distribution of the linear codes over GF(ql) which have generator matric...
This paper is about linear error-correcting codes which adapt to the degree of inteference encounter...
We have found earlier in [1] sufficient conditions for a linear blockcode to be good or proper for e...
The program WDHV is designed to calculate the weight distribution of linear codes over finite fields...
A series of identities relating the weight distribution in any code space to the weight distribution...
Add to ORKG