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- W27350141 abstract "Recently, Roth and Skachek presented an expander-based code construction which, by an appropriate choice of constituent code parameters, yields linear-time encodable and decodable codes that lie within an E away from the Singleton bound and have an alphabet of size 2O((log 1/E)/E3) where E > 0 is sufficiently small. We (i) show that the set of constituent code parameters chosen by Roth and Skachek is not completely correct, (ii) resolve the discrepancies in their work, and (iii) show that an asymptotic reduction in the alphabet size may be obtained for their linear-time decodable codes for rates nearly 1." @default.
- W27350141 created "2016-06-24" @default.
- W27350141 creator A5037401304 @default.
- W27350141 date "2008-12-15" @default.
- W27350141 modified "2023-09-28" @default.
- W27350141 title "On the design and alphabet size of Roth-Skachek nearly MDS expander codes" @default.
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