Optimal linear codes of dimension 4 over F/sub 5/
I. Boukliev, Stoyan Kapralov, Tatsuya Maruta, Masaharu Fukui · IEEE Transactions on Information Theory · 1997
Let n/sub q/(k,d) be the smallest integer n for which there exists a linear code of length n, dimension k, and minimum distance d, over a field of q elements. In this correspondence we determine n/sub 5/(4,d) for all but 22 values of d.