MMD-ARMA approximation to the Volterra series expansion

Veit, Ulrich Appel
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Abstract

Nonlinear filtering based on the Volterra series expansion is a powerful universal tool in signal processing. Due to the problem of increased complexity for higher orders and filter lengths, approximations up to third order nonlinearities using linear FIR-filters and multipliers have been developed earlier called multimemory decomposition (MMD). In our paper we go a step further in this approach using ARMA-filters instead which leads to a reduction in the number of coefficients to about 50% for similar system functions. The good performance of this new approach is demonstrated by means of a processor designed for identification of nonlinear loudspeaker distortions.
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Volterra级数展开的MMD-ARMA近似
基于Volterra级数展开的非线性滤波是信号处理中一种强大的通用工具。由于高阶和滤波器长度的复杂性增加的问题,使用线性fir滤波器和乘数器的三阶非线性近似已经被开发出来,称为多内存分解(MMD)。在我们的论文中,我们在这种方法上更进一步,使用arma滤波器,这导致类似系统函数的系数数量减少到约50%。通过设计用于识别扬声器非线性失真的处理器,证明了该方法的良好性能。
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