Title: Zeta functions of twisted quaternionic Shimura varieties
Speaker: Cristian Virdol
Carslaw 273, Friday 13 August
3:05-3:55PM

The zeta function for totally indefinite quaternionic Shimura varieties 
was computed by Brylinski and Labesse. Then Reimann generalized this
result to indefinite quaternionic Simura varieties. I will twist these
quaternionic Shimura varieties using a representation of some absolute
Galois group and obtain some new varieties. I will compute the zeta
function of these varieties and then I will continue meromorphically 
the zeta function in some special cases.