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Compact 4-dimensional hyperbolic Coxeter polytopes with eight facets
时间:2020年07月04日 09:15 点击数:

报告人:马继明

报告地点:腾讯会议

报告时间:2020年07月09日星期四16:45-17:45

邀请人:陈亮,张发泽

报告摘要:

Hyperbolic reflection groups are discrete Coxeter groups, they provide an important sources of finite volume hyperbolic orbifolds. Despite a systemic study of them from 1960’s by Vinberg, we are still very from the classification of them. In the joint work with Fangting Zhang, we give the classification of all the compact 4-dimensional hyperbolic Coxeter polytopes with eight facets。 The proof uses geometrical, combinatorial, and computational techniques.

会议网址:https://meeting.tencent.com/s/GVGENf1ofBz7

会议ID:238 655 531

主讲人简介:

马继明, 博士毕业于吉林大学。 主要研究领域为低维流形上的几何与拓扑, 特别是流形上的实双曲几何,复双曲几何,Gromov双曲几何等。

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