Arithmetic Study Group: Theta lifts and evidence for paramodular conjecture
28 January 2014 13:00 in CM107
Brumer and Kramer have formulated a conjecture on the modularity of abelian surfaces involving paramodular Siegel modular forms. I will report on joint on-going work with Lassina Dembele, Ariel Pacetti and Haluk Sengun to provide further evidence for this conjecture, using theta lifts of Bianchi modular forms.
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