Adaptive equalization algorithms for optimization of a generalized mean square cost

Antonio Cantoni, Robin Evans, Ken Kwong

    Research output: Contribution to journalArticle

    Abstract

    Algorithms described in the literature for adaptation of equalizers usually consider minimization of a mean square cost. The mean square cost considered is usually comprised of two components; one component is the mean square error which arises because of inexact equilization of the channel response to the desired response. The other component can be identified as the mean square value of the noise at the output of the equalizer which is generated by channel noise. The paper describes algorithms which enable the two components to be independently weighted and the weighted mean square error minimized by the adaptive algorithms. Motivation for considering the independent weight is discussed in relation to the use of a compromised Viterbi algorithm receiver for the recovery of digital data transmitted over a noisy dispersive channel. However, other applications also exist.

    Original languageEnglish
    Pages (from-to)23-42
    Number of pages20
    JournalInformation Sciences
    Volume24
    Issue number1
    DOIs
    Publication statusPublished - 1 Jan 1981

    Fingerprint

    Equalization
    Equalizers
    Mean square error
    Mean Square
    Viterbi algorithm
    Equalizer
    Optimization
    Costs
    Adaptive algorithms
    Viterbi Algorithm
    Recovery
    Weighted Mean
    Adaptive Algorithm
    Receiver
    Output

    Cite this

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    abstract = "Algorithms described in the literature for adaptation of equalizers usually consider minimization of a mean square cost. The mean square cost considered is usually comprised of two components; one component is the mean square error which arises because of inexact equilization of the channel response to the desired response. The other component can be identified as the mean square value of the noise at the output of the equalizer which is generated by channel noise. The paper describes algorithms which enable the two components to be independently weighted and the weighted mean square error minimized by the adaptive algorithms. Motivation for considering the independent weight is discussed in relation to the use of a compromised Viterbi algorithm receiver for the recovery of digital data transmitted over a noisy dispersive channel. However, other applications also exist.",
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    Adaptive equalization algorithms for optimization of a generalized mean square cost. / Cantoni, Antonio; Evans, Robin; Kwong, Ken.

    In: Information Sciences, Vol. 24, No. 1, 01.01.1981, p. 23-42.

    Research output: Contribution to journalArticle

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