A GENERALIZATION OF THE SAMPLING THEOREM TO THE FREQUENCY-TIME DOMAIN FOR SIGNAL DISCRETIZATION UNDER A PRIORI UNCERTAINTY

Whittaker-Kotelnikov-Shannon sampling theorem

Theoretical generalization of the sampling theorem for the frequency-time domain

A GENERALIZATION OF THE SAMPLING THEOREM TO THE FREQUENCY-TIME DOMAIN FOR SIGNAL DISCRETIZATION UNDER A PRIORI UNCERTAINTY

radio monitoring, a priori uncertainty, sampling theorem, frequency-time domain, signal detection-recovery, Fourier processor

A mathematical model has been built for the discrete frequency-temporal representation of signals in the form of a double series using systems of orthogonal functions. Basic properties of the derived representation have been proved and investigated.

Development of effective methods, algorithms, and signal processing devices to overcome the structural-parametric a priori uncertainty

If the signal spectrum width coincides with the processing band, bulky two-coordinate representation becomes impractical.