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Variable Step Size Algorithm for Blind Source Separation Using a Combination of Two Adaptive Separation Systems

机译:用于盲源分离的可变步长算法,使用两个自适应分离系统的组合

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A critical challenge in adaptive blind source separation is the choice of step size to achieve fast initial convergence speed and low steady state error in time-varying systems. In this paper, we first present an algorithm to restructure the performance index by adopting an auxiliary separation system with some restriction, and then based on a nonlinear updating rule of step-size in the light of the performance index descending with an exponential form, we propose a novel variable step size algorithm for adaptive blind separation. Simulation results show that the convergence and steady-state performance of the proposed method outperforms the fixed step-size and the recently proposed adaptive step-size algorithms in both stationary and non-stationary environments.
机译:自适应盲源分离中的临界挑战是在时间变化系统中实现快速初始收敛速度和低稳态误差的临界挑战。在本文中,我们首先介绍一种通过采用具有一些限制的辅助分离系统来重构性能指数的算法,然后根据具有指数形式下降的性能指数的阶梯大小的非线性更新规则。我们提出一种新型可变步长算法,用于自适应盲分离。仿真结果表明,所提出的方法的收敛性和稳态性能优于固定的步长和静止和非静止环境中最近提出的自适应步长算法。

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