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Identities are established which relate certain crosscorrelation parameters for periodic real-valued sequences to their autocorrelation functions. Applications to multiple-access communication systems and to the design of uncorrelated sequences are discussed.
Results are presented which relate the mean-squared value of the aperiodic crosscorrelation function for periodic binary sequences to their aperiodic autocorrelation function. Bounds on the mean-squared aperiodic crosscorrelation are given in terms of the mean-squared aperiodic autocorrelation.
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