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A binary adaptive decision-selection equalizer for channels with nonlinear intersymbol interference

机译:具有非线性符号间干扰的信道的二进制自适应决策选择均衡器

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An enhanced adaptive decision feedback equalizer (ADFE) is presented for binary data transmission applications where the communication channel exhibits nonlinear intersymbol interference (ISI). The nonlinearity in the channel manifests itself as a distorted constellation space constructed from the equalizer input state variables. Since a conventional ADFE can construct a hyperplane decision boundary of only one orientation with symmetrically spaced distance from the origin as a function of the detected feedback symbols and feedback filter coefficient values, there is room for improvement since the distorted constellation of the nonlinear system is better served by hyperplane boundaries of varying orientation. The method proposed here is not to feed back the decision variables but, instead, to use these binary variables to choose and adapt different sets of coefficients, i.e., different hyperplane boundaries. Hence, the name given to this new method is the adaptive decision-selection equalizer (ADSE). Although the hyperplane may not be the optimum boundary for the conditional constellations, in many cases, it is an adequate approximation. Nonetheless, for nonlinear channels, the ADSE is generally an improvement over the conventional ADFE in high signal-to-noise ratio (SNR) regimes, where the bit error rate (BER) is within the desired operating range. The major advantage of the new method is improved performance on the studied channel while retaining simplicity when implemented as a variation of the least-mean-squared (LMS) algorithm. Some drawbacks are decreased convergence rate and limitations of the minimum mean-squared-error (MMSE) strategy of optimization, as implemented by the LMS algorithm, for a system where error probability, not MMSE, is important.
机译:提出了一种增强的自适应判决反馈均衡器(ADFE),用于二进制数据传输应用,其中通信信道表现出非线性符号间干扰(ISI)。通道中的非线性本身表现为由均衡器输入状态变量构成的失真星座空间。由于常规的ADFE可以根据检测到的反馈符号和反馈滤波器系数值来构造仅一个方向且与原点对称间隔的超平面决策边界,因此存在改进的空间,因为非线性系统的星座图更好由方向不同的超平面边界提供服务。这里提出的方法不是反馈决策变量,而是使用这些二进制变量来选择和适应不同的系数集,即不同的超平面边界。因此,赋予该新方法的名称是自适应决策选择均衡器(ADSE)。尽管超平面可能不是条件星座图的最佳边界,但在许多情况下,它是一个适当的近似值。但是,对于非线性信道,在误码率(BER)在所需工作范围内的高信噪比(SNR)方案中,ADSE通常是对传统ADFE的改进。新方法的主要优点是改进了研究信道的性能,同时实现为最小均方(LMS)算法的变体时仍保持简单性。对于那些对错误概率(而不是MMSE)很重要的系统,LMS算法实现了收敛速度降低和最小化最小均方误差(MMSE)优化策略的局限性。

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