Group Actions in Riemannian Geometry

会议组行动在黎曼几何将于2014年5月15日至18日，在北卡罗来纳州，查佩尔山的大学。 会议的目的是研究对称性背景下的黎曼几何及其相关问题。 第一天半将以里奇孤子和对称性为重点的研讨会为特色。 会议的其余部分将汇集来自整个领域的专家的横截面，突出在对称性的存在黎曼几何的最新进展.黎曼几何是现代数学的最古老的分支之一. 对称性的使用自其成立以来一直是该领域的一个重要工具，并且仍然是构建示例，测试结构和测试该领域内新想法的富有成效的来源。 本次会议将暴露初级和高级数学家的各种技术和应用程序的群体行动从广泛的子学科。在这样做的过程中，我们希望在各个学科之间建立新的关系，促进思想的交流。会议网站是http://www.math.ou.edu/~mjablonski/GARG_2014/

The conference Group Actions in Riemannian Geometry will be held May 15-18, 2014, at the University of North Carolina, Chapel Hill. The purpose of the meeting is to study questions from, and related to, Riemannian geometry in the context of symmetry. The first day and a half will feature a workshop focused on Ricci solitons and symmetry. The remainder of the conference will bring together a cross-section of experts from across the field, highlighting recent advances in Riemannian geometry in the presence of symmetry.Riemannian geometry is one of the oldest branches of modern mathematics. The use of symmetry has been an essential tool in the field since its inception and continues to be a fruitful source for building examples, to test conjectures, and test new ideas within the field. This meeting will expose junior and senior mathematicians to a variety of techniques and applications of group actions from across a broad spectrum of subdisciplines. In doing so, we hope to create new relationships across disciplines and promote the cross-fertilization of ideas.The website for the conference is http://www.math.ou.edu/~mjablonski/GARG_2014/