Optimal linear codes over GF(4)
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P.P. Greenough; R. Hill
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Article
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1994
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Elsevier Science
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English
β 653 KB
A central problem in coding theory is that of finding the smallest length for which there exists a linear code of dimension k and minimum distance d, over a field of ~7 elements, We consider here the problem for quaternary codes (q=4), solving the problem for k< 3 for all values of d, and for k=4 fo