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- W2478178226 abstract "A class of p-ary (n, k, d) cyclic codes with block length n = p, dimension k = 2 and minimum Hamming distance d = n − k + 1 = p − 1 is introduced, where p denotes a prime. These codes are maximum distance separable repeated-single-root cyclic codes with generator polynomial g(x) = (x‒1) p‒2. The codebook has size p 2 and contains a subset 𝒮 of p(p ‒ 1)codewords having p distinct symbols each. The size of 𝒮 is maximum for the given parameters and its codewords are useful for applications of coded modulation in power-line communications." @default.
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- W2478178226 date "2016-09-01" @default.
- W2478178226 modified "2023-09-28" @default.
- W2478178226 title "Class of repeated‐single‐root cyclic codes for power‐line communications" @default.
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- W2478178226 doi "https://doi.org/10.1049/el.2016.1877" @default.
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