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LMS adaption with hard-limited gradient

机译:LMS适应硬限制梯度

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摘要

The authors present a novel normalization technique for the least-mean-square (LMS) algorithm that has practical application to adaptive array configurations. Different normalization techniques are reviewed and empirical results presented. Simulation results indicate that the algorithm's steady-state performance is nearly the same as that of the LMS, HLLMS (hard-limited LMS), and NLMS (normalized LMS), but that its transient response exhibits the same independence to total interference power as does the NLMS algorithm. The GNLMS (gradient NLMS) algorithm can be used in single-port, as well as multiport, array configurations. The GNLMS is the only way to make response time independent of input power using a single-port technique. Improvement in stability and some improvement in steady-state performance were also realized when the GNLMS algorithm was used in simulations of a single-port configuration.
机译:作者提出了一种新的归一化技术,用于最小均方(LMS)算法,其具有实际应用于自适应阵列配置。审查了不同的归一化技术,并提出了经验结果。仿真结果表明,算法的稳态性能与LMS,HLLM(硬限制LMS)和NLMS(归一化LMS)几乎相同,但其瞬态响应表现出与总干扰电力相同的独立性NLMS算法。 GNLMS(梯度NLMS)算法可用于单端口,以及多端口,阵列配置。 GNLMS是使用单端口技术独立于输入功率的响应时间的唯一方法。当用于单端口配置的模拟时,还实现了稳定性的提高和稳态性能的一些改进。

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