Band-limited (BL) random-real-zero (RRZ) signals are a class of stationary stochastic processes whose zero crossings are the randomly perturbed zeros of a sinusoid. They are the only nontrivial examples known to date of band-limited signals whose correlation function and power spectrum can be computed exactly from a probabilistic description of their zeros. Such signals have optimal correlation characteristics, in the sense that their correlation function exhibits the maximum peak to sidelobe ratio attainable under a fixed bandwidth constraint.
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Voelcker et al. (1973) studied this question.
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