Title: Overconvergent companion forms, companion points, and locally analytic socle(IV)
Speaker: Yiwen Ding (Imperial College London)
Time: 2016-4-6, 10:00-11:30
Place: 610
Abstract: We recall trianguline variety (for Galois representations), and construct "partially de Rham" stratifications of the trianguline variety, which can be studied by (partially de Rham) Galois cohomology. Based on a "R=T" result due to Breuil-Helleman-Schraen (which relates the patched eigenvariety and the trianguline variety) , we explain how to study the "partically classical" stratifications of the patched eigenvariety by studying "partially de Rham" stratifications of the trianguline variety. If time permits, we discuss a little about general GLn case.
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