In (- 1/2 1/2) discrete time series generated in a uniformly distributed random number N=1000, calculation (1) the autocorrelation Rx (m) of the sequence. (2) the power spectral density of the sequence {xn} is obtained by calculating the discrete Fourier transform (DFT) of Rx (m). The drawings are drawn from the correlation and power spectral density

Filename	Size	Update
test1	0	2017-12-02
test1\process.m	764	2017-10-22
test1\Rx_est.m	220	2017-10-22

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