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Dynamic Analysis of Least Squares Estimation on Equalization Using a Systemic Approach

机译:最小二乘均方估计的系统动力学分析

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The observed growth trend of the wireless communications market will drive the development of new wireless systems, including equalizers. Linear equalization is still a relatively low computational demand and easy-to- implement solution that may increase reliability in low data rate devices such as the ones required for IoT systems and wireless sensor networks. However, the relationship between the mean squared error (MSE) and the matrix correlation of the Least Squares (LS) estimation procedure, with the bit error rate (BER) of the system, has not been fully investigated. This paper presents a description of the simulated BER behavior, caused by the influence of the matrix correlation and MSE, through a causal analysis derived from a systems thinking approach. Then, it is proposed a descriptive hypothesis of the main cause and effect relationships involved in the generation of the BER behavior, using different training sequences in the LS optimization procedure.
机译:观察到的无线通信市场的增长趋势将推动包括均衡器在内的新型无线系统的发展。线性均衡仍然是一个相对较低的计算需求和易于实现的解决方案,可以提高诸如物联网系统和无线传感器网络所需的低数据速率设备的可靠性。但是,尚未对均方误差(MSE)和最小二乘(LS)估计过程的矩阵相关性与系统的误码率(BER)之间的关系进行研究。本文通过系统思考方法得出的因果分析,描述了由矩阵相关性和MSE引起的模拟BER行为。然后,在LS优化过程中使用不同的训练序列,提出了一个关于BER行为产生的主要因果关系的描述性假设。

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