1999
DOI: 10.1109/26.771343
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Frequency-selective fading channel estimation with a polynomial time-varying channel model

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Cited by 225 publications
(108 citation statements)
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“…An improved modeling performance is obtained by the so-called generalized CE-BEM (GCE-BEM) [14], which employs a set of complex exponentials that are more closely spaced in the frequency domain than those related to the traditional CE-BEM. Finally, a great deal of attention goes to the polynomial BEM (P-BEM) [15], [16], which models each tap as a linear combination of a set of polynomials. Its modeling performance is rather sensitive to the Doppler spread though it has a better fit for low Doppler spreads than for high Doppler spreads.…”
mentioning
confidence: 99%
“…An improved modeling performance is obtained by the so-called generalized CE-BEM (GCE-BEM) [14], which employs a set of complex exponentials that are more closely spaced in the frequency domain than those related to the traditional CE-BEM. Finally, a great deal of attention goes to the polynomial BEM (P-BEM) [15], [16], which models each tap as a linear combination of a set of polynomials. Its modeling performance is rather sensitive to the Doppler spread though it has a better fit for low Doppler spreads than for high Doppler spreads.…”
mentioning
confidence: 99%
“…For example, trellis-based PSP algorithms for joint estimation of symbols and polynomial BEM [BH99a] coefficients were proposed, for time-selective channels, by Borah and Hart [BH99c] and Leon and Taylor [LT03]. DFE and trellis methods for both polynomial and Karhunen-Loève BEMs [BH99b] were studied by Borah and Hart in [BH99b] for doubly selective channels.…”
Section: Reduced-complexity Trellis-psp Equalization For Single-carrimentioning
confidence: 99%
“…OFDM systems suffer from inter-carrier interference (ICI) in fast fading channels [8]. For these fast fading scenarios, pilot-based LMMSE and least squares (LS) techniques were proposed in [6] and [7], respectively, and a recursive decision-directed LS technique was given in [9]. In [10], low complexity estimation techniques were presented based on a clever selection of pilot blocks.…”
Section: Channel Estimation Problemmentioning
confidence: 99%