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Concurrent Dithered Signed-Error Constant Modulus Algorithm (DSE-CMA) with Soft Decision Directed (SDD) scheme

机译:软决策(SDD)方案的并发抖动符号误差常数模量算法(DSE-CMA)

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The constant modulus algorithm (CMA) has been a widely used in blind equalization because of its LMS-like complexity and robustness. In this paper we propose a new scheme through combining the virtues of two improvement versions of CMA which are the Dithered Signed-Error CMA (DSE-CMA) and the concurrent CMA with Soft Decision Directed scheme (CMA+SDD). The DSE-CMA aims to reduce the computational complexity of the CMA while retaining its robustness and the CMA+SDD is an approach to improve the convergence performance of CMA. The proposed scheme is computationally simpler than the CMA+SDD and provides faster convergence rate than the DSE-CMA.
机译:由于其LMS样力和鲁棒性,恒定模量算法(CMA)是广泛应用于盲均衡。在本文中,我们通过组合CMA的两个改进版本的优点提出了一种新的方案,这些方案是具有软决策方案(CMA + SDD)的抖动符号误差CMA(DSE-CMA)和并发CMA。 DSE-CMA旨在降低CMA的计算复杂性,同时保留其鲁棒性,CMA + SDD是提高CMA的收敛性能的方法。所提出的方案比CMA + SDD计算得更简单,并提供比DSE-CMA更快的收敛速度。

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