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Manami Roy – University of Oklahoma

April 3, 2017 @ 4:30 pm - 5:30 pm EDT

Level of Siegel modular forms of degree 2 coming from the Sym^3 lifting

Ramakrishnan and Shahidi used the Sym^3 lifting to lift a holomorphic elliptic (non-CM) newform f of weight 2k and level N to a degree 2 holomorphic Siegel modular form F . I will talk about the main result from the paper by Ramakrishnan-Shahidi and mention a more streamlined proof. Moreover, I will talk about the level of the Siegel modular form F under the principal congruence subgroup, the paramodular group, and the Siegel congruence subgroup. The goal is to obtain detailed results about the level of the Siegel modular forms under these congruence subgroups.

Details

Date:
April 3, 2017
Time:
4:30 pm - 5:30 pm EDT
Event Categories:
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Venue

Martin M-102
405 S Palmetto Blvd
Clemson, SC 29634 United States
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