04 - Discrete Time Fourier Transform

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Uploaded by on May 19, 2010

A brief overview of the Discrete Time Fourier Transform (DTFT) and its properties.

This lecture is adapted from the ECE 410: Digital Signal Processing course notes developed by David Munson and Andrew Singer

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Uploader Comments (IllinoisDSP)

  • Matrix, the DTFT has a summation rather than an integral because it is converting the DISCRETE time representation of a signal to its CONTINUOUS frequency domain representation. Because the frequency domain representation is continuous for the DTFT, we need an integral to convert back to the discrete time representation of the signal.

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  • how come the DTFT has an integral term in it rather than a summation?

  • Who would win in a fight, Douglas Jones or Jont Allen?

  • good explanation

    

  • nice work..........

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