关于举行杨宇轩博士（北京大学）学术报告会的通知

报告主题:  On the Volume Conjecture for hyperbolic Dehn-filled 3-manifolds along the twist knots

报 告 人:  杨宇轩（北京大学）

报告时间： 2024年 11月15日（星期五）下午16:00-18:00

报告地点： 37号楼3A02

邀 请 人:  陈麒羽、杜晓明、何遵武、潘会平、孙浩、钟友良

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数学学院

2024年 11月11日

报告摘要：

For a twist knot K_p', let M be the closed 3-manifold obtained by doing (p, q) Dehn-filling along K_p'. In this article, we prove that Chen-Yang's volume conjecture holds for sufficiently large |p| + |q| and |p'| for M. In the proof, we construct a new ideal triangulation of the Whitehead link complement which is different from Thurston's triangulation. Our triangulation has led to some new discoveries regarding symmetry, including insights into sister manifolds as introduced by Hodgson, Meyerhoff, and Weeks.

报告人介绍：

杨宇轩，北京大学在读博士生，明年毕业，跟随刘毅研究低维拓扑。