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No, discrete signals cannot have fractional periods. In signal processing, a period is defined as the smallest positive integer ( N ) such that ( x[n+N] = x[n] ) for all integer values of ( n ). Since the signal is discrete, it can only repeat at integer multiples of the period. Fractional periods would imply a non-integer number of samples between repetitions, which is not possible in discrete signals.

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NO .

the period of a discrete time periodic signal cannot be in fractions.

note that the fundamental period of a discrete time signal is given by.

N=m(6.2831/Wo)

Where Wo is the fundamental frequency and N and m are integers...

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Q: Can discrete signals have fractional periods?
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