Gilbert–Varshamov bound
Gilbert–Varshamov bound The theorem that the maximum possible number, N, of codewords in a binary linear block code is bounded by
where the code length is n digits, and the codewords are at a minimum Hamming distance d. See also coding bounds, Hamming bound.
where the code length is n digits, and the codewords are at a minimum Hamming distance d. See also coding bounds, Hamming bound.
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