Title: Local indecomposability of Galois representations
Speaker: Haruzo Hida (UCLA)
Time: 2014-12-19, 4:00pm-5:00pm
Place: Morningside;center;610.
Abstract: We prove indecomposability of p-adic Tate mod- ules over the p-inertia group for non CM (partially p-ordinary) abelian varieties with real multiplication. I will also discuss its application (given by Bin Zhao) to local indecomposability of Hilbert modular Galois representations.
Attachment: MorningCenter_sld.pdf
Links: Morningside Seminar on Number Theory Global solutions to primitive equations of atmosphere Blow-up of nonlinear wave equations Global solutions of axisymmetric Euler equations A book of Yau - A History in Sum