Report title: Angle structure of hyperbolic 3-manifolds

Reporter: Zhang Faze, Lecturer, Northeast Normal University

Report time: November 28, 2020 10:00-11:00 AM

Report location: Tencent Conference ID: 849 169 705; PW: 125689

School contact: Wang Xiao wangxiaotop@jlu.edu.cn

Report summary:

    We will study angle structures on ideally triangulated compact 3-manifolds with high genus boundary and will show that the existence of angle structures implies the existence of a hyperbolic metric with totally geodesic boundary, and conversely each hyperbolic 3-manifold with totally geodesic boundary has an ideal triangulation that admits angle structures.

Brief introduction of the speaker:

    Faze Zhang, graduated from Dalian University of Technology School of Mathematics in 2009 with a bachelor’s degree, and received a PhD in Science from Dalian University of Technology in 2016. He visited Rutgers University in the United States from 2012 to 2013 (one year) to study hyperbolic three-dimensional manifolds. He has worked in Northeast China since 2016. College of Mathematics and Statistics, Normal University. So far, he has published many articles in SCI journals and presided over one project of the National Youth Fund.