On Iwasawa theory for CM elliptic curves at inert primes

Abstract: !! Note the unusual time !!

I will report on joint work with Ashay Burungale and Shinichi Kobayashi on anticyclotomic Iwasawa theory for CM elliptic curves at inert primes. A key result is a structure theorem of local units predicted by Rubin, which leads to new developments in supersingular Iwasawa theory such as a Bertolini-Darmon-Prasanna style formula for Rubin’s anticyclotomic p-adic L-function. In this talk, I will explain the conjecture of Rubin and such a development.

number theory

Audience: researchers in the discipline

Dublin Algebra and Number Theory Seminar

Series comments: Passcode: The 3-digit prime numerator of Riemann zeta at -11