Abstract
The fast Fourier transform can be used to invert z transforms (including probability generating functions), but this application has received little attention or use. This correspondence makes a case for the FFT as a standard numerical tool in queuing and other statistical analyses in order to obtain probability density functions quickly and easily. Round-off and aliasing errors are discussed briefly for the queuing analyst without a signal processing background. Several variations are described which extend the accuracy and the utility of the method.

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