2013
DOI: 10.1109/tcomm.2013.071813.120354
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Self-Iterating Soft Equalizer

Abstract: A self-iterating soft equalizer (SISE) consisting of a few relatively weak constituent equalizers is shown to provide robust performance even in severe intersymbol interference (ISI) channels that exhibit deep nulls and valleys within the signal band. Constituent equalizers are allowed to exchange soft information in the absence of interleavers based on the method that are designed to suppress significant correlation among their soft outputs. The resulting SISE works well as a stand-alone equalizer or as the e… Show more

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Cited by 15 publications
(14 citation statements)
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References 27 publications
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“…For the high rate case, at the right side of the figure, filter receiver's performance is over 1 dB worse for BER < 10 −3 , and although SIBLE-EPIC still has a better decoding threshold, it recovers less diversity than the proposed FD SILE-EPIC. This phenomenon should not be surprising, as exact receivers can be more prone to error propagation when decoder provides erroneous feedback, as also observed in filter receivers [45].…”
Section: Comparison With Ep-based Receivers In Prior Workmentioning
confidence: 61%
“…For the high rate case, at the right side of the figure, filter receiver's performance is over 1 dB worse for BER < 10 −3 , and although SIBLE-EPIC still has a better decoding threshold, it recovers less diversity than the proposed FD SILE-EPIC. This phenomenon should not be surprising, as exact receivers can be more prone to error propagation when decoder provides erroneous feedback, as also observed in filter receivers [45].…”
Section: Comparison With Ep-based Receivers In Prior Workmentioning
confidence: 61%
“…The question is how we should generate L a,M (x n ) to pass onto the main equalizer, given this correlation. The answer turns out to be a specific scaling law between L a,B (x n ) and L e,B (x n ), as already described in [24]. Below, we provide an improved derivation/justification for the same scaling law.…”
Section: A Generation Of Uncorrelated a Priori Informationmentioning
confidence: 66%
“…Soft feedback equalizer (SFE) was investigated in [11]. The SFE coefficients can be computed so as to minimize the MSE (mean-squared-error).…”
Section: Introductionmentioning
confidence: 99%