AbstractWe prove the nonexistence of linear codes with parameters [400,5,299]4, [401,5,300]4, [405,5,303]4, [406,5,304]4, [485,5,363]4 and [486,5,364]4 attaining the Griesmer bound. For that purpose we give a characterization of linear codes with parameters [86,4,64]4, [101,4,75]4, [102,4,76]4 and [122,4,91]4
It is proved that ternary codes with parameters [15,8,6], [15,9,5], [16,6,8], and [16,7,7] do not ex...
AbstractWe prove the nonexistence of linear codes with parameters [400,5,299]4, [401,5,300]4, [405,5...
An [n,k, dh-code is a ternary linear code with length n, dimension k and minimum distance d. We prov...
AbstractLet nq(k, d) be the smallest integer n for which there exists a linear code of length n, dim...
AbstractLet n4(k, d) be the smallest integer n, such that a quaternary linear [n, k, d]-code exists....
AbstractValues and lower bounds for nq(4,d) for general q are given, where nq(k,d) denotes the minim...
AbstractLet [n,k,d]q-codes be linear codes of length n, dimension k and minimum Hamming distance d o...
AbstractWe prove the existence of a [406,6,270]3 code and the nonexistence of linear codes with para...
It will be shown that the following binary linear codes are unique: (n, k, d) = (2{suk} − 2u, k, 2{s...
AbstractLet nq(k, d) denote the smallest value of n for which there exists an [n, k, d; q]-code. It ...
AbstractLet nq(k, d) denote the smallest value of n for which there exists an [n, k, d; q]-code. It ...
It is proved that ternary codes with parameters [15,8,6], [15,9,5], [16,6,8], and [16,7,7] do not ex...
It is proved that ternary codes with parameters [15,8,6], [15,9,5], [16,6,8], and [16,7,7] do not ex...
It is proved that ternary codes with parameters [15,8,6], [15,9,5], [16,6,8], and [16,7,7] do not ex...
It is proved that ternary codes with parameters [15,8,6], [15,9,5], [16,6,8], and [16,7,7] do not ex...
It is proved that ternary codes with parameters [15,8,6], [15,9,5], [16,6,8], and [16,7,7] do not ex...
AbstractWe prove the nonexistence of linear codes with parameters [400,5,299]4, [401,5,300]4, [405,5...
An [n,k, dh-code is a ternary linear code with length n, dimension k and minimum distance d. We prov...
AbstractLet nq(k, d) be the smallest integer n for which there exists a linear code of length n, dim...
AbstractLet n4(k, d) be the smallest integer n, such that a quaternary linear [n, k, d]-code exists....
AbstractValues and lower bounds for nq(4,d) for general q are given, where nq(k,d) denotes the minim...
AbstractLet [n,k,d]q-codes be linear codes of length n, dimension k and minimum Hamming distance d o...
AbstractWe prove the existence of a [406,6,270]3 code and the nonexistence of linear codes with para...
It will be shown that the following binary linear codes are unique: (n, k, d) = (2{suk} − 2u, k, 2{s...
AbstractLet nq(k, d) denote the smallest value of n for which there exists an [n, k, d; q]-code. It ...
AbstractLet nq(k, d) denote the smallest value of n for which there exists an [n, k, d; q]-code. It ...
It is proved that ternary codes with parameters [15,8,6], [15,9,5], [16,6,8], and [16,7,7] do not ex...
It is proved that ternary codes with parameters [15,8,6], [15,9,5], [16,6,8], and [16,7,7] do not ex...
It is proved that ternary codes with parameters [15,8,6], [15,9,5], [16,6,8], and [16,7,7] do not ex...
It is proved that ternary codes with parameters [15,8,6], [15,9,5], [16,6,8], and [16,7,7] do not ex...
It is proved that ternary codes with parameters [15,8,6], [15,9,5], [16,6,8], and [16,7,7] do not ex...
AbstractWe prove the nonexistence of linear codes with parameters [400,5,299]4, [401,5,300]4, [405,5...
An [n,k, dh-code is a ternary linear code with length n, dimension k and minimum distance d. We prov...
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