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The classification of quaternary [21s+t,3,d] codes with dges16s and without zero coordinates is reduced to the classification of quaternary [21c(3,s,t)+t,k,d] code for sges1 and 0lestles20, where c(3,s,t)les min{s, 3t} is a function of 3, s, and t. Quaternary optimal Hermitian self-orthogonal codes are characterized by systems of linear equations. Based on these two results, the complete classification...
The classification of quaternary [21s+t,3,d] codes with dges16s and without zero coordinates is reduced to the classification of quaternary [21c(3,s,t)+t,k,d] code for sges1 and 0lestles20, where c(3,s,t)les min{s, 3t} is a function of 3, s, and t. Quaternary optimal Hermitian self-orthogonal codes are characterized by systems of linear equations. Based on these two results, the complete classification...
The classification of binary [n,k,d] codes with d ges s2k-1 and without zero coordinates is reduced to the classification of binary [(2k-1)c (k,s,t)+t,k,d] code for n =(2k-1)s+t, s ges 1 and 1 les t les 2k-2, where c(k,s,t) les min{s, t} is a function of k, s, and t. Binary [15s +t, 4] optimal self-orthogonal codes are characterized by systems of linear equations. Based on these two results, the complete...
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