|JOINT IAS/PU NUMBER THEORY SEMINAR|
|Topic:||Algebraic Cycles and Euler Systems for Real Quadratic Fields|
|Date:||Thursday, April 21|
|Time/Room:||4:30pm - 5:30pm/Fine Hall -- 214|
I will discuss some possible applications of algebraic cycles and p-adic families of modular forms to the arithmetic of elliptic curves over abelian extensions of real quadratic fields. This is a report on work in progress with Victor Rotger and Ignacio Sols, and on earlier work with Massimo Bertolini and Kartik Prasanna.