Traditionally, adaptive filters have been deployed to achieve AEC by estimating the acoustic echo response using algorithms such as the Normalized Least-Mean-Square (NLMS) algorithm. Several approaches have been proposed over recent years to improve the performance of the standard NLMS algorithm in various ways for AEC. These include algorithms based on Time Domain, Frequency Domain, Fourier Transform, Wavelet Transform Adaptive Schemes, Proportionate Schemes, Proportionate Adaptive Filters, Combination Schemes, Block Based Combination, Sub band Adaptive Filtering, Uniform Over Sampled DFT Filter Banks, Sub band Over-Sampled DFT Filter Banks, Volterra Filters, Variable Step-Size (VSS) algorithms, Data Reusing Techniques, Partial Update Adaptive Filtering Techniques and Sub band (SAF) Schemes. These approaches aim to address issues in echo cancellation including the performance with noisy input signals, Time-Varying echo paths and computational complexity. In contrast to these approaches, Sparse Adaptive algorithms have been developed specifically to address the performance of adaptive filters in sparse system identification. In this paper we have discussed some AEC algorithms followed by comparative study with respective to step-size, convergence and performance.
翻译:传统上,通过使用各种算法,如普通化最低成色宽度算法(NLMS)等算法估计声波回声反应反应,为实现AEC,采用了适应性过滤器。近年来,提出了几种方法,用多种方法改进标准NLMS算法的性能。这些方法包括基于时间域的算法、频率域、Fourier变换、Wavelet变换适应性办法、比例式适应性过滤器、组合计划、块状组合组合、分带适应性过滤法、统一超标的DFT滤镜银行、分带超版DFF过滤银行、Volterra过滤器、可变步式Size(VSS)算法、数据再利用技术、部分更新适应性过滤技术和子波段(SAFAF)计划。这些方法旨在解决取消回声的问题,包括使用噪音输入信号的性能、时间变换回声路径和计算复杂性。与这些方法相反,我们专门开发了偏差调调调式调算法,在比较性系统辨性能识别中采用适应性过滤法。