University of Calgary

Abstract: Work of DeBaker and Reeder is generalized to the case of reductive groups splitting over a tam extension of the field of definition.

We present a method to find the Fourier coefficients of a GL (3) automorphic form given its Casimir eigenvalues.

Abstract: Apollonius's Theorem states that given three mutually tangent circles, there are exactly two circles which are tangent to all three. Apollonian circle packings are produced by repeatin the c onstruction of mutually tangent circles to fill...

The Shimura-Maass derivative is a differential operator which maps modular functions of weight $k$ to modular functions of weight $k+2$, but which does not preserve holomorphy. Shimura was the first to notice that, modulo powers of a CM-period...

characters of p-adic groups

Siegel modular forms

An activity of the PIMS Collaborative Research Group in L-functions and Number Theory

An activity of the PIMS Collaborative Research Group on L-functions and Number Theory

This talk considers the conjeture that $\sum_{n

an activity of the PIMS L-functions and number theory collaborative research group