清华大学2024年 “丘成桐领军计划数学水平考试” 报名通知

为全面贯彻落实党的教育方针，落实立德树人根本任务，加强对于数学科学人才培养工作，充分发挥学术大师育人作用，清华大学求真书院拟定于2024年4月28日举行清华大学丘成桐领军计划数学水平考试。 一、报名资格 崇...

Mini-workshop on IdopNetwork and Its Application to AI

Since the Nobel Prize in Physics was awarded for the understanding of complex systems in 2021, complexity science has emerged as a focal subject of almost all applied disciplines. IdopNetwork has

Mirror symmetry and partial compactifications of k3 moduli | BIMSA AG Seminar

Abstract I will talk about work with Hacking, Keel and Siebert on using miror constructions to providepartial compactifications of the moduli of K3 surfaces. Starting with a one-parameter

Image Analysis using Persistent Homology | BIMSA Topology Seminar

Abstract Deep convolutional networks have proved to be extremely powerful in image analysis. However.they tend to be biased toward local features such as texture and often fail to capture

Why do we construct heights? | Number Theory Lunch Seminar

Abstract Heights may be viewed as a tool that turns geometry into arithmetic. l will explain this bridgethrough a few concrete examples. Speaker Intro Arnaud Plessis is an assistant professor

YMSC Probability Seminar | Speed of Random Walks in Dirichlet Environment on a Galton-Watson Tree

Abstract： This paper mainly deals with a transient random walk in Dirichlet Environment, or equivalently a linearly edge reinforced random walk, on a Galton-Watson tree. We compute stationary

Seminar series on Fano varieties, singularities, and related topics | Boundedness of Fano

Introduction： This is an online learning seminar series on Birkar's multiple work on Fano varieties, singularities, and related topics. The focus will be on main results, key ideas, applications, ...

Modern Dynamics Seminar | Approximations by special values of the Riemann zeta function via

Abstract： In this talk, we will prove some approximation results by using a surprising cotangent integral identity which involves the ratio ζ(2k+1)/π^{2k+1}. This cotangent integral is more flex...

求真体育 | 马杯项目介绍

求真书院联合主题党团日