清华主页 EN
导航菜单

Multiple Zeta Values in the theory of harmonics maps

来源: 11-22

时间:2023-11-22 Wed 12:00-13:00

地点:A4-1

组织者:Yong-Suk Moon, Koji Shimizu

主讲人:Lynn Heller BIMSA

Abstract

I would like to explain how multiple zeta values appear very naturally when trying to explicitly parametrise very symmetric harmonic maps from surfaces into the round 3-sphere or to the hyperbolic 3-space.


Speaker Intro

I was born in Wuhan and grew up in the little German town Göttingen, which was home to an extraordinary amount of great Mathematicians (and Nobel prize winners) including all the Mathematicians discussed in the course. I studied economics at the FU Berlin and Mathematics at TU Berlin from 2003-2007 and obtained my PhD from Eberhard Karls University Tübingen in 2012. Thereafter, I stayed in Tübingen as a Postdoc till I got a Juniorprofessorship in 2017 at the Leibniz University in Hannover.

返回顶部
相关文章
  • Multiple zeta values in geometry and number theory

    AbstractMultiple zeta values are a mysterious class of real numbers that appear in many branches of pure mathematics and in theoretical physics. I will explain some of the basic theory and problems surrounding multiple zeta values (from a more algebraic or number theoretic viewpoint). I will then discuss where multiple zeta values (or slight generalisations thereof) appear some more geometric o...

  • Learning seminar on multiple zeta values

    Upcoming Talks Seminar 6 Title: Picard-Fuchs equations and Frobenius constants Speaker: 余成龙Time: 1:30pm-3:00pm, 2022-3-18Place: 宁斋 Ningzhai W11Abstract: I will continue the topic last time and introduce Frobenius constants associated to an ODE. The main reference is Bloch and Vlasenko’s paper “Gamma functions, monodromy and Frobenius constants”. Past TalksSeminar 5Title: ...