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Four optimal design approaches of high-order finite-impulse response filters based on neural network

机译:基于神经网络的高阶有限冲激响应滤波器的四种优化设计方法

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Four optimal approaches of high-order finite-impulse response(FIR)digital filters were developed for designing four types filters using neural network algorithms. The solutions were presented as parallel algorithms to approximate the desired frequency response specification.Therefore, these methods avoid matrix inversion, and make a fast calculation of the filter's coeffcients possible.The convergence theorems of these proposed algorithms were presented and proved to illustrate them stable, and the implementation of these methods was described together with some design guidelines.The simulation results show that the ripples of the designed FIR filters are significantly little in the pass.band and stop-band, and the proposed algorithms are of fast convergence.
机译:开发了四种高阶有限脉冲响应(FIR)数字滤波器的最佳方法,用于使用神经网络算法设计四种类型的滤波器。将解决方案作为平行算法呈现,以近似所需的频率响应规范。因此,这些方法避免了矩阵反转,并快速计算过滤器的系数可能。提出并证明了这些提出的算法的收敛定理,以说明它们稳定,这些方法的实施与一些设计指南一起描述。仿真结果表明,设计的FIR滤波器的涟漪在Pass.Band和止动频段中显着少得多,并且所提出的算法具有快速收敛。

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