A combined recursive least square and least mean square equalization scheme based on windowed error autocorrelation estimation

Xiaoke Qi, Yu Li, Haining Huang
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Abstract

Equalizer is widely applied in communication systems to eliminate Inter-Symbol Interference mainly caused by multipath over wireless channels. Various algorithms are developed for coefficients update of the equalizer when tracking the channel. However, advantages and drawbacks coexist for single updating algorithm. In this paper, instead of single algorithm applied in the whole frame, two algorithms, recursive least square (RLS) and least mean square (LMS), are intelligently combined in our algorithm. For each iteration, one of two algorithms is chosen by comparing the windowed estimated error autocorrelation with a pre-selected threshold. Since the combined algorithm reaches to convergence using RLS algorithm, the convergence rate is fast and the length of training sequence can be decreased as a result of the effective rate increase. Extended simulations show that our proposed combination algorithm has better mean square error (MSE) and bit error rate (BER) performance compared with single LMS algorithm and lower complexity compared with RLS algorithm. Moreover, the proposed algorithm can track time-varying channel with small performance degradation and dramatic complexity reduction.
一种基于窗误差自相关估计的组合递推最小二乘和最小均方差均衡方案
均衡器广泛应用于通信系统中,主要用于消除无线信道上多径引起的码间干扰。在跟踪信道时,均衡器的系数更新采用了多种算法。然而,单一更新算法的优点和缺点并存。本文将递推最小二乘(RLS)和最小均方(LMS)两种算法智能地结合在一起,而不是在整个框架中使用单一算法。对于每次迭代,通过比较加窗估计误差自相关和预先选择的阈值,从两种算法中选择一种。由于组合算法使用RLS算法达到收敛,收敛速度快,并且由于有效速率的提高可以减少训练序列的长度。扩展仿真表明,该组合算法比单一LMS算法具有更好的均方误差(MSE)和误码率(BER)性能,比RLS算法具有更低的复杂度。此外,该算法可以跟踪时变信道,性能下降小,复杂度显著降低。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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