Start Date: | 6/3/2019 | Start Time: | 2:00 PM |
End Date: | 6/3/2019 | End Time: | 3:00 PM |
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Event Description
Hugo Woerdeman, Drexel University
Abstract: In this joint work with Jeffrey Geronimo and Chung Wong we study the asymptotics of the Fourier coefficients of 1/|p|^2, where p is a two variable polynomial without roots in the closed bidisk. We will see that hypergeometric functions show up in the analysis for a special choice of the polynomial p. |
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Location: Korman Center, Room 245, 15 S. 33rd Street, Philadelphia, PA 19014 |
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