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SUMMARY:Fractional Integral transforms and Time-Frequency Representations
DTSTART:20170602T110000
DTSTAMP:20260407T040346Z
UID:3270fd2bc66ab3587cc17379f77bd061163e4868375e6a93f6baddcf
CATEGORIES:Conferences - Seminars
DESCRIPTION:Prof. Ahmed I. Zayed\, Department of Mathematical Sciences\, 
 DePaul University\nIn the last twenty years or so a number of fractional i
 ntegral transforms have been introduced\, some are purely mathematical and
  some have practical applications\, especially in signal processing and op
 tics.\n\nIn this talk we introduce some of these fractional integral trans
 forms\, 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.\n\
 nBio: I am a Full Professor and the Chair of the Department of Mathematica
 l Sciences\, DePaul University\, Chicago\, Illinois\, the 10th largest pri
 vate university and the largest Catholic university in the United States. 
 I came to Depaul University in September 2001 to chair the department. Pri
 or to that\, I was as Associate Chair for Graduate Studies at the Departme
 nt of Mathematics\, the University of Central Florida\, Orlando\, Florida 
 (UCF).
LOCATION:BM 1130 https://plan.epfl.ch/?room==BM%201130
STATUS:CONFIRMED
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