报告时间：5月9日周五下午13:30-14:30
报告地点：数学楼401报告厅
报告人： 马继明 副教授
主持人：邹燕青
报告人简介：
马继明， 复旦大学数学学院副教授， 感兴趣流形的拓扑， 具体主要研究高维流形的实双曲几何以及复双曲几何， 主持自然科学基金项目若干。
报告摘要：
It is well known that the complex hyperbolic triangle group G of (3,3,4)-type generated by three complex reflections has a one-dimensional moduli space. We show there is an open set U of the 3-sphere, such that the quotient space of the open set U by the group G is always the figure-eight knot complement during the deformation process,thereby confirming a conjecture of Falbel, Guilloux, and Will. This is joint work with Baohua Xie.