中科院数学与系统科学研究院
数学研究所
数论研讨班
报告人: Sandra Rozensztajn(ENS Lyon)
题 目:On the reduction modulo p of crystalline representations of dimension 2
时 间:2018.04.17(星期二),09:30-10:30
地 点:数学院南楼N818室
摘 要:I will talk about the problem of studying the reduction modulo p of crystalline representations of dimension 2 of the Galois group of Q_p. In particular, I will be interested in the following situation: fix Hodge-Tate weights and a residual representation, and consider the locus parametrizing crystalline representations with the given weights and reduction modulo p. What can be said about this locus in general?