dft--convolution--IDFT--fir(finite-impulse-respon 联合开发网

array(6) { [0]=> string(3) "dft" [1]=> string(12) " convolution" [2]=> string(5) " IDFT" [3]=> string(43) " fir(finite impulse response)\convolution.m" [4]=> string(4) " 929" [5]=> string(21) " 2010-01-16 21:06:1 " } array(6) { [0]=> string(3) "dft" [1]=> string(12) " convolution" [2]=> string(5) " IDFT" [3]=> string(41) " fir(finite impulse response)\decimator.m" [4]=> string(5) " 1806" [5]=> string(21) " 2010-01-16 21:06:3 " } array(6) { [0]=> string(3) "dft" [1]=> string(12) " convolution" [2]=> string(5) " IDFT" [3]=> string(40) " fir(finite impulse response)\dftbydef.m" [4]=> string(4) " 350" [5]=> string(21) " 2010-01-16 21:07:0 " } array(6) { [0]=> string(3) "dft" [1]=> string(12) " convolution" [2]=> string(5) " IDFT" [3]=> string(40) " fir(finite impulse response)\dftbydit.m" [4]=> string(4) " 555" [5]=> string(21) " 2010-01-16 21:07:2 " } array(6) { [0]=> string(3) "dft" [1]=> string(12) " convolution" [2]=> string(5) " IDFT" [3]=> string(43) " fir(finite impulse response)\dftbydivcon.m" [4]=> string(4) " 928" [5]=> string(21) " 2010-01-16 21:10:5 " } array(6) { [0]=> string(3) "dft" [1]=> string(12) " convolution" [2]=> string(5) " IDFT" [3]=> string(44) " fir(finite impulse response)\firfilterdes.m" [4]=> string(5) " 4637" [5]=> string(21) " 2010-01-16 21:11:0 " } array(6) { [0]=> string(3) "dft" [1]=> string(12) " convolution" [2]=> string(5) " IDFT" [3]=> string(41) " fir(finite impulse response)\idftbyseq.m" [4]=> string(4) " 373" [5]=> string(21) " 2010-01-16 21:11:0 " } array(6) { [0]=> string(3) "dft" [1]=> string(12) " convolution" [2]=> string(5) " IDFT" [3]=> string(29) " fir(finite impulse response)" [4]=> string(2) " 0" [5]=> string(21) " 2014-02-07 18:07:1 " } dft--convolution--IDFT--fir(finite-impulse-respon 联合开发网 - pudn.com

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dft--convolution--IDFT--fir(finite-impulse-respon

impulse

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所属分类：matlab编程
开发工具：matlab
文件大小：4KB
下载次数：3
上传日期：2014-02-07 20:40:35
上传者：gary_explore

说明： different matlab code for convolution, discrete fourier transform, finite impulse response, inverse DFT, descimator

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