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Performance Analysis Of Rls Linearly Constrained Constant Modulus Algorithm For Multiuser Detection

机译:Rls线性约束恒模算法在多用户检测中的性能分析

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The linearly constrained constant modulus algorithm (LCCMA) is a blind multiuser detector (MUD) solution to multiple access interference (MAI) suppression that is widely investigated in direct-sequence code division (DS-CDMA) systems. However, the conventional CMA based on the stochastic gradient descent (SCD) has slow convergence speed. Our research introduces an approximation of recursive least square (RLS) into LCCMA for better convergence speed in DS-CDMA system and quantifies the performance of blind adaptive filter based on RLS-LCCMA in both a static and a time-varying channel. In this investigation, we derive the expressions for the excess mean-square error (EMSE) of the MUD with a framework called feedback approach, and further obtain a relationship between the step size of SGD-LCCMA and the forgetting factor of RLS-LCCMA. Eventually, simulation results show the advantage of RLS-LCCMA and verify the performance analysis of the algorithm.
机译:线性约束恒定模量算法(LCCMA)是一种针对多址干扰(MAI)抑制的盲多用户检测器(MUD)解决方案,在直接序列码分(DS-CDMA)系统中得到了广泛研究。但是,基于随机梯度下降(SCD)的常规CMA收敛速度较慢。我们的研究将递归最小二乘(RLS)逼近LCCMA,以在DS-CDMA系统中实现更快的收敛速度,并在静态和时变信道中对基于RLS-LCCMA的盲自适应滤波器的性能进行量化。在这项研究中,我们使用称为反馈方法的框架推导了MUD的均方误差(EMSE)的表达式,并进一步获得了SGD-LCCMA的步长与RLS-LCCMA的遗忘因子之间的关系。最终,仿真结果表明了RLS-LCCMA的优势,并验证了该算法的性能分析。

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