Minimal Surfaces and Alternating Multi-Zetas

Time：Fri., 15:30-16:30, Dec. 20, 2024

Venue：B725, Shuangqing Complex Building A

Organizer：Caucher Birkar，Jia Jia

Speaker：Lynn Heller

Algebraic Geometry Seminar

Organizers：

Caucher Birkar，贾甲

Speaker：

Lynn Heller (BIMSA)

Time：

Fri., 15:30-16:30, Dec. 20, 2024

Venue：

B725, Shuangqing Complex Building A

Online：

Zoom Meeting ID: 262 865 5007

Passcode: YMSC

Title：

Minimal Surfaces and Alternating Multi-Zetas

Abstract：

In my talk I will construct closed minimal surfaces (of genus g>1) in the round 3-sphere using (complex) curves in the moduli space of flat connections. When computing the area of these surfaces alternating multiple Zeta values appears and the knowledge about those help us to prove some geometric theorems.

DATEDecember 19, 2024

Related News

0
Triply Periodic Minimal Surfaces of genus 3
AbstractTriply Periodic Minimal Surfaces (TPMSs) are minimal surfaces in flat 3-tori. I will review recently discovered examples of genus 3, with explicit or implicit Weierstrass data. They are all inspired by physics and material sciences. Minimal surfaces of other types have also been constructed as side products. The techniques may construct more TPMSs of genus 3, which we were numerically a...
1
(Algebraic) Curves and (minimal) Surfaces
Speaker Intro・ PhD in 2008, Humboldt Universität Berlin, Germany ・ Habilitation in 2014, Universität Tübingen, Germany ・ Researcher at Universities of Heidelberg, Hamburg, Hannover, 2014-2022 ・ Professor at Beijing Institute of Mathematical Sciences and Applications from September 2022 on ・ Research interests: minimal surfaces, harmonic maps, Riemann surfaces, Higgs bundles, moduli spaces,...