Recovering a Continuous-Time Signal from its Samples

GUIDE: Mathematics of the Discrete Fourier Transform (DFT). Recovering a Continuous-Time Signal from its Samples

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Recovering a Continuous-Time Signal from its Samples

Given samples of a properly band-limited signal, how do we reconstruct the original continuous waveform? I.e., given $x(t_n), n=0,1,2,\, how do we compute $x(t)$ for any value of $t$?



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