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Least Mean Squared Error-Design of Complex FIR Filters with Quantized Coefficients

机译：具有量化系数的复FIR滤波器的最小均方误差设计

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Gennaro Evangelista;
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年度 2014
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1. Least mean squared error-design of complex FIR filters withquantized coefficients [J] . Evangelista G. IEEE Transactions on Circuits and Systems. II, Express Briefs . 2001,第8期

机译：系数量化的复杂FIR滤波器的最小均方误差设计
2. The design of peak-constrained least squares FIR filters withlow-complexity finite-precision coefficients [J] . Fox T.W., Turner L.E. IEEE Transactions on Circuits and Systems. II, Express Briefs . 2002,第2期

机译：具有低复杂度有限精度系数的峰值约束最小二乘FIR滤波器的设计
3. DESIGN OF 1-D AND 2-D FIR DIGITAL FILTERS WITH COMPLEX COEFFICIENTS USING A LEAST-SQUARES APPROACH [J] . E. ABDEL-RAHEEM, F. EL-GUIBALY, T. YEAP Computers and Electrical Engineering . 1997,第4期

机译：用最小二乘法设计复杂系数的一维和二维FIR数字滤波器
4. The design of peak constrained least squares FIR filters with low complexity finite precision coefficients [C] . Fox, T.W., Turner, . 2001

机译：低复杂度有限精度系数的峰值约束最小二乘FIR滤波器的设计
5. Photonic microwave filters with negative and complex coefficients. [D] . Yan, Yu. 2008

机译：具有负系数和复系数的光子微波滤波器。
6. The Synergy between Complex Channel-Specific FIR Filter and Spatial Filter for Single-Trial EEG Classification [O] . Ke Yu, Yue Wang, Kaiquan Shen, -1

机译：单试验脑电分类的复杂通道专用FIR滤波器与空间滤波器之间的协同作用
7. Least mean squared error-design of complex FIR filters with quantized coefficients [O] . Evangelista Gennaro 2001

机译：具有量化系数的复杂FIR滤波器的最小均方误差设计
8. Optimum Quantization of Fir Wiener and Matched Filters. [R] . Chen, C. T., Kassam, S. A. 1983

机译：Fir Wiener和匹配滤波器的最佳量化。

Least Mean Squared Error-Design of Complex FIR Filters with Quantized Coefficients

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