Classification of ternary [40s+28,4] optimal self-orthogonal codes


Based on a relationship between a generator matrix of a given code and its weight distribution, all ternary [40s+28,4,27s+18] optimal self-orthogonal codes are determined by solving systems of linear equations. Then these optimal self-orthogonal codes for s≥0 are classified, and their generator matrices and weight polynomials of these optimal self… (More)


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@article{Ma2012ClassificationOT, title={Classification of ternary [40s+28,4] optimal self-orthogonal codes}, author={Yuena Ma and Luobin Guo and Youqian Feng}, journal={2012 International Conference on Computer Science and Information Processing (CSIP)}, year={2012}, pages={218-221} }