Introduction to convergence and collapsing theory of Riemannian manifolds

Introduction This course is an introduction to the convergence and collapsing theory of Riemannian manifolds, which is an important tool in Riemannian geometry. We shall introduce

丘成桐数学英才班培养计划

清华大学求真书院丘成桐数学英才班 2023级指导性教学计划 注：（1）教学计划仅供参考。学生根据自己的专业需求、教学培养委员会和选课指导委员会建议、学术导师建议等进行选课；（2）形势与政策、“四史”课程安...

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丘成桐数学英才班培养计划

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Dual boundary complexes of character varieties

Abstract The homotopy type conjecture (weak form of geometric P=W conjecture) states that: for any (smooth) Betti moduli space $\mathcal{M}_B$ of complex dimension d over a (punctured) Riemann

The Geometric Satake Correspondence

The geometric Satake correspondence has played a central role in the geometric Langlands program. It is indispensable for the construction of global Langlands correspondences over globa function

Algebraic Geometry Seminar | Mirror symmetry for Fano varieties: an introduction

Abstract I will explain mirror symmetry for Fano varieties, and an approach to the classification of Fano varieties based on mirror symmetry. Speaker Professor Alessio Corti holds a Chair in Pure

A finite dimensional algebra approach to quantum groups

Abstract  These lectures will explore connections between (generalized) q-Schur algebras and the quantized enveloping algebra Uq(g) associated with a simple Lie algebra g. These connections

推优入党 | 薛程文同志在推优入党大会上的自我评述

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