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Kai wen lan thesis

kai wen lan thesis

roles in the development of the Langlands program. This book explains in detail the following topics about PEL-type Shimura varieties and their compactifications: A construction of smooth integral models of PEL-type Shimura varieties by defining and representing moduli problems of abelian schemes with PEL structures. Colloquium, Boston College, Nov 30, 2010. Assistant Professor, School of Mathematics, University of Minnesota, Twin Cities, academic years 20122015. Lie Groups and Representation Theory Seminar, University of Maryland, Jan 26, 2011. Privacy Statement, report Accessibility Issue.

Kai, wen, lan 's Homepage - Academic Information
Kai, wen, lan, school of Mathematics

From Number Theory to Arithmetic Geometry, National Taiwan University, Dec 26, 2016. Unfortunately, some arguments were incomplete and Kim left academia without publishing his thesis, which has been a little bit overlooked since then. Algebraic and Arithmetic Structures of Moduli Spaces, Sapporo, Sep 37, 2007. Categorical Structures in Harmonic Analysis, msri, Nov 1721, 2014. P -adic Modular Forms and Arithmetic (a Conference in Honor of Haruzo Hida on His 60th Birthday), ucla, Jun 1823, 2012. Instructional Workshop: Automorphic Galois Representations, L-functions and Arithmetic, Columbia University, Jun 1722, 2006. 2016 AS-ncts Workshop on Shimura Varieties and Related Topics, Taipei, May 30Jun 3, 2016; co-organized with Xuhua He and Chia-Fu. Joel Bellaiche, "p-adic adjoint research paper steps prewriting L-function and ramification points on the eigencurve (after Walter Kim.