Integrality of theta liftings to a definite U(2)
Integrality of theta liftings to a definite U(2)
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Yu-Sheng Lee, Columbia University
Fine Hall 214
In-Person and Online Talk
We discuss the integrality of theta liftings of anti-cyclotomic characters to a definite unitary group of two variables. This will allow us to construct a Hida family of the theta liftings and relate the congruence module of which to an anti-cyclotomic p-adic L-function. The result is an input to a construction of Euler systems following Urban's approach.