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Start Over Author "Shen, Lin-Zhi" Journal discrete mathematics, algorithms & applications
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1. -Incorrigible set distributions of some linear codes by the finite geometry.

Author

Shen, Lin-Zhi and Fu, Fang-Wei

Subjects
*LINEAR codes, *FINITE geometries, *ERROR probability, *MAXIMUM likelihood decoding, *SET theory
Abstract

The -incorrigible set distributions of binary linear codes over the erasure channels can be used to determine the decoding error probability of a linear code under maximum likelihood decoding and -list decoding. In this short paper, we give the -incorrigible set distributions of some linear codes by the finite geometry theory. [ABSTRACT FROM AUTHOR]

Published
2017
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