Title: Local model of Shimura varieties in $\Gamma_0(p)$ and $\Gamma_1(p)$ levels
Speaker: Dr. Shinan Liu (MCM)
Time: 2019-10-24, 10:30-11:30
Place: MCM110
Abstract: Local models of Shimura varieties are objects defined by linear algebra, which describe singularities of Shimura varieties at bad primes. In this exipository talk, we first give an instroduction to Pappas-Zhu's group-theoretic definition of local model in$\Gamma_0(p)$ level, then we quickly review the work of Haines-Stroh and our work in $\Gamma_1(p)$ level.
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