报告题目：Knots in 3 and 4 dimensional Euclidean spaces

报 告 人：Kim, Seongjeong 副教授  Bauman Moscow State Technical University

报告时间：2021年12月9日 14:00-15:00

报告地点：Zoom会议 ID： 856 1144 1414，会议密码： 068162

校内联系人：王骁 wangxiaotop@jlu.edu.cn

报告摘要：A knot is an embedded circle in 3 dimensional Euclidean space up to ambient isotopies. In knot theory not only properties of knots in 3 dimensional Euclidean space are considered but also embedded manifolds in various manifolds. Moreover it is known that low dimensional manifolds can be studied by using knots. In this talk we study basic properties of knots and related topics.

报告人简介：Kim, Seongjeong，2018年博士毕业于Moscow State university，现就职于Bauman Moscow State Technical University。研究方向为Low dimensional topology, Knot theory， in particular on Algebraic structures of quandles, Braid and representation theory, link invariants with several skein relations, Triangulations of spaces。