Fractional Integral transforms and Time-Frequency Representations
Prof. Ahmed I. Zayed, Department of Mathematical Sciences DePaul University

Seminar • 02 June 2017 • BM1130

Abstract
In the last twenty years or so a number of fractional integral transforms have been introduced, some are purely mathematical and some have practical applications, especially in signal processing and optics. In this talk we introduce some of these fractional integral transforms, in particular, fractional Fourier transforms and their properties and then discuss their relationship with time-frequency representations, such as Radar Ambiguity functions, Wigner distributions and wavelets.