Fourth Mile High Conference on Nonassociative Mathematics

该奖项支持参加将于2017年7月29日至8月5日在科罗拉多州丹佛市丹佛大学举行的第四届非联想数学会议。预计将有来自20个国家的约90名研究人员参加。会议将汇集来自非联想数学各个领域的科学家，旨在促进跨学科研究。会议将对研究生和博士后开放，并将为这些初级研究人员提供一个论坛。组织者致力于鼓励和支持来自代表性不足和弱势群体的研究人员参与。非联想数学是一个与许多传统数学学科相互作用的广泛领域。会议将重点讨论以下数学领域：拟群的代数理论、环、李代数和Jordan代数；拉丁平方系统与三重系统的组合理论三网几何理论与拉丁方格设计八元数及其相关结构在物理学中的应用量子在结理论中的应用。会议将以一整天的说说性讲座开始，讨论低维拓扑与相关自分配代数之间的联系。更多信息可以在会议网站上找到：www.math.du.edu/milehigh

This award supports participation in the Fourth Mile High Conference on Nonassociative Mathematics which will take place at the University of Denver, Denver, Colorado, on July 29--August 5, 2017. Approximately 90 researchers from 20 countries are expected to participate. The conference will bring together scientists from all areas of nonassociative mathematics and is intended to promote cross-disciplinary research. The conference will be accessible to graduate and post-doctoral students and will provide a forum for these beginning researchers. The organizers are committed to encouraging and supporting participation of researchers from underrepresented and underprivileged groups. Nonassociative mathematics is a broad field that interacts with many traditional mathematical disciplines. The following areas of mathematics will be featured at the conference: the algebraic theory of quasigroups, loops, Lie algebras and Jordan algebras; the combinatorial theory of latin squares and triple systems; the geometric theory of 3-nets and latin square designs; applications of octonions and related structures in physics; applications of quandles in knot theory. The meeting will begin with a full day of expository lectures on the connections between low-dimensional topology and related self-distributive algebras. Further information can be found on the conference website: www.math.du.edu/milehigh