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All talks will take place in WMAX 110, which is located on the first floor of the PIMS building, right next to the registration/refreshment area.
8:30 - 9:00 | Registration | |
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Morning Session: | ||
9:00 - 9:40 | Lior Silberman | "A uniform spectral gap for congruence covers of a hyperbolic manifold" |
9:50 - 10:10 | Sheng-Chi Liu | "On the average value of the divisor function" |
10:10 - 10:25 | Coffee Break | |
10:25 - 10:50 | Kate Thompson | "Geometry of numbers and universal quaternary quadratic forms" |
11:00 - 11:30 | Christopher Marks | "The bounded denominator conjecture for vector-valued modular forms" |
11:40 - 12:00 | Kimball Martin | "Periods and functorial transfer" |
12:00 - 2:00 | Lunch | |
Afternoon Session: | ||
2:00 - 2:35 | Jonathan Hanke | "Using mass formulas to enumerate definite quadratic forms of bounded class number" |
2:45 - 3:15 | Cormac O'Sullivan | "Taylor coefficients of modular forms" |
3:15 - 3:30 | Coffee Break | |
3:30 - 3:55 | Abhishek Banerjee | "Lifting of Hecke operators on line bundles over modular curves" |
8:30 - 9:00 | Coffee | |
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Morning Session: | ||
9:00 - 9:20 | Ben Linowitz | "A newform theory for Hilbert Eisenstein series" |
9:30 - 9:50 | Nils Skoruppa | "Universal Jacobi forms" |
10:00 - 10:20 | Abhishek Saha | "Holomorphic QUE for arbitrary levels" |
10:30 - 10:50 | Paul Jenkins | "Zeros of weakly holomorphic modular forms of level 2" |
11:05 - 11:25 | Fredrik Strömberg | "The $L$-functions and modular forms database" |
11:35 - 11:55 | Dermot McCarthy | "Hypergeometric functions over finite fields and Siegel modular forms" |
12:05 - 12:25 | Karen Taylor | "Selberg trace formula" |
9:00 - 9:30 | Coffee | |
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Morning Session: | ||
9:30 - 9:50 | Hiroki Aoki | "On index-level change of Jacobi forms" |
10:00 - 10:20 | Karl Mahlburg | "Automorphic forms and sequence asymptotics" |
10:30 - 10:50 | Dominic Lanphier | "Arithmeticity of Rankin-Selberg kernels" |
11:05 - 11:25 | Hatice Boylan | "Linear characters of Hilbert modular groups" |
11:35 - 11:55 | Cris Poor | "The Paramodular Conjecture" |