个人简介

教育经历 Education Background 1997.92003.6美国加州大学洛杉矶分校数学（拓扑）博士 1992.91997.7中国科技大学数学学士 工作经历 Work Experience 2010.12至今大连理工大学教授 2005.92010.12大连理工大学副教授 2003.102005.9北京大学数学学院博士后（讲师） 著作成果 10000个科学难题-数学卷 科研项目 针对系统软件的软件模型检测工具设计, 2008/12/31-2010/12/31, 完成 富勒烯金属包合物结构的动态分子对称群, 2007/12/31-2009/12/31, 完成 三维流形中的代数与组合方法, 主管部门科技项目, 2007/12/17-2009/12/31, 完成 纽结不变量的新构造方法及复杂纽结的局部性质, 国家自然科学基金项目, 2012/09/25-2016/12/31, 完成 参加纽结暑期学校和会议, 国家自然科学基金项目, 2009/05/11-2009/08/29, 完成 纽结理论中的群论方法, 国家自然科学基金项目, 2008/09/25-2011/12/31, 完成 其他奖励 工会积极分子 （2016年）

研究领域

低维拓扑学 主要研究纽结理论。纽结理论的核心问题之一是纽结的分类问题。现有的纽结不变量远远不能满足分类纽结的要求。本人的研究重点是构造更多，更强有力的纽结不变量，以及纽结本身的性质。

低维拓扑学 主要研究纽结理论。纽结理论的核心问题之一是纽结的分类问题。现有的纽结不变量远远不能满足分类纽结的要求。本人的研究重点是构造更多，更强有力的纽结不变量，以及纽结本身的性质。

近期论文

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[1]杨志青.纽结及相关论题学术研讨[J],国际学术动态,2019,03:42-44 [2]Leng, Xudong,Yang, Zhiqing,Liu, Ximin.The slope conjectures for 3-string Montesinos knots[J],NEW YORK JOURNAL OF MATHEMATICS,2019,25:45-70 [3]Leng, Xudong,Yang, Zhiqing,Liu, Ximin.A result on the Slope conjectures for 3-string Montesinos knots[J],JOURNAL OF KNOT THEORY AND ITS RAMIFICATIONS,2018,27(13,SI) [4]Zhang, Kai,Yang, Zhiqing.A note on the Gordian complexes of some local moves on knots[J],JOURNAL OF KNOT THEORY AND ITS RAMIFICATIONS,2018,27(9,SI) [5]Yang, Zhiqing.Knot invariants with multiple skein relations[J],JOURNAL OF KNOT THEORY AND ITS RAMIFICATIONS,2018,27(2) [6]Zhang, Kai,Yang, Zhiqing,Lei, Fengchun.The H(n)-Gordian complex of knots[J],JOURNAL OF KNOT THEORY AND ITS RAMIFICATIONS,2017,26(13) [7]Yang, Zhiqing.Regional knot invariants[J],JOURNAL OF KNOT THEORY AND ITS RAMIFICATIONS,2017,26(6,SI) [8]Ding F.,Yang Z.,Chen X.,Guo J..Effective methods to avoid the Internet censorship[A],2011 4th International Symposium on Parallel Architectures, Algorithms and Programming, PAAP 2011,2011,67-71 [9]Kadokami, Teruhisa,Yang, Zhiqing.AN INTEGRAL INVARIANT FROM THE KNOT GROUP[J],OSAKA JOURNAL OF MATHEMATICS,2010,47(4):965-976 [10]Yang, Zhiqing.ON EMBEDDING THE INFINITE CYCLIC COVERINGS OF KNOT COMPLEMENTS INTO THREE SPHERE[J],PROCEEDINGS OF THE AMERICAN MATHEMATICAL SOCIETY,2010,138(3):1153-1157 [11]杨志青.On embedding of infinite cyclic covering of knot space into three sphere[A],The 5th East Asian School of Knots and Related Topics,2009 [12]杨志青.An invariant from knot group and the unknotting number[A],2009 [13]杨志青.An integral invariant from the knot group[A],2009 [14]Yang, Zhiqing.Unknotting number of the connected sum of n identical knots[J],JOURNAL OF KNOT THEORY AND ITS RAMIFICATIONS,2008,17(3):253-255 [15]杨志青.Wirtinger presentations and link diagrams[A],The Fourth East Asian School of Knots and Related Topics,2008 [16]杨志青.On Unknotting number of connected sum of n identical knots[A],The 3rd East Asian School of Knots, Links and Related Topics,2007 [17]杨志青.A construction of classifying spaces for p-adic group actions[J],TOPOLOGY AND ITS APPLICATIONS,2005,153(1):161-170 [18]杨志青.A construction of p-adic group action on Menger compacta[A],The First East Asian School of Knots, Links,2004 [19]Spedicato E.,Nicolai S.,Yang Z..A faster method for computing Karmarkar's projections for large number of constraints[J],Optimization,1997,40(4):343-350