Results 161 to 170 of about 18,445 (196)
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2018
The theory of error-correcting codes is a key pillar in modern digital communications. By introducing redundancy into codewords, error-correcting codes make messages robust against noises in communication channels. In 1948, Shannon proved that arbitrarily reliable communications are possible with the help of error-correcting codes.
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The theory of error-correcting codes is a key pillar in modern digital communications. By introducing redundancy into codewords, error-correcting codes make messages robust against noises in communication channels. In 1948, Shannon proved that arbitrarily reliable communications are possible with the help of error-correcting codes.
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1992
Abstract The polynomial corresponding to a word w will be denoted by w(x), using the same letter, indeed we shall eventually identify words and polynomials. The set of all binary polynomials of degree less than n will be denoted by Pn (P for polynomial, but note that the maximum degree is n -1).
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Abstract The polynomial corresponding to a word w will be denoted by w(x), using the same letter, indeed we shall eventually identify words and polynomials. The set of all binary polynomials of degree less than n will be denoted by Pn (P for polynomial, but note that the maximum degree is n -1).
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IEEE Transactions on Information Theory, 1965
The Gorenstein-Zierler decoding algorithm for BCH codes is extended, modified, and analyzed; in particular, we show how to correct erasures as well as errors, exhibit improved procedures for finding error and erasure values, and consider in some detail the implementation of these procedures in a special-purpose computer.
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The Gorenstein-Zierler decoding algorithm for BCH codes is extended, modified, and analyzed; in particular, we show how to correct erasures as well as errors, exhibit improved procedures for finding error and erasure values, and consider in some detail the implementation of these procedures in a special-purpose computer.
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Some New Quantum Codes from Constacyclic BCH Codes
International Journal of Theoretical PhysicszbMATH Open Web Interface contents unavailable due to conflicting licenses.
Li, Ping +3 more
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BCH Codes with Minimum Distance Proportional to Code Length
SIAM Journal on Discrete Mathematics, 2021Xiao-Nan Lu, Ying Miao
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Fast Blind Recognition of BCH Code Based on Spectral Analysis and Probability Statistics
IEEE Communications Letters, 2021燕燕 常, Wei Zhang, Hao Wang
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The Dual Codes of Several Classes of BCH Codes
IEEE Transactions on Information Theory, 2022Binkai Gong, Ding, Cunsheng, Chengju Li
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