Symposium on Symplectic Geometry and Complex Geometry

2016年山部纪念研讨会将于2016年9月30日至10月2日周五至周日在明尼苏达大学明尼阿波利斯校区数学学院举行。其中一个目标是，作为纪念山部英彦的一种方式，推进与他的兴趣相关的数学领域，这些领域涉及几个截然不同的数学领域，所有这些领域都可以粗略地描述为具有重要的几何方面。同时，它将为研究生和初级研究人员提供一个宝贵的机会，让他们与在国际最高水平工作的数学家互动并向他们学习。最后，一个持久的好处将是促进数学研究的创新发展。今年是以“辛几何和复杂几何”为主题的Yamabe计划成立八周年。这一领域的八位专家将应邀发言。这将是一次关于辛几何、复杂几何、接触结构以及这些领域与相关领域之间的相互作用的高级别会议。这次研讨会的目的是让我们的与会者更深入地了解在这些领域的一些最新发现，并突出根据这些发现而出现的新问题。新的理解将鼓励学员对最近发现的辛几何和复杂几何之间的深刻联系有更广泛的看法。潜在地，这一知识将激发在这些领域和相关领域的进一步发现。雅马贝研讨会的详情请访问http://www.math.umn.edu/yamabe/.

The 2016 Yamabe Memorial Symposium will be held from Friday to Sunday, September 30-October 2, 2016, at the School of Mathematics, on the Minneapolis campus of the University of Minnesota. One goal will be, as a way to honor the memory of Hidehiko Yamabe, to advance areas of mathematics related to his interests, which touched in a substantial and ground-breaking way on several quite different areas of mathematics, all of which may be roughly described as having significant geometric aspects. At the same time, it will provide a valuable opportunity for graduate students and junior researchers to interact with, and learn from, mathematicians working at the highest international level. Finally, a long-lasting benefit will be the stimulation of innovative developments in mathematics research.This year is the eighth anniversary of the Yamabe program, on the theme of "Symplectic Geometry and Complex Geometry." Eight experts in this area will be invited to speak. It will be a high-level conference on aspects of symplectic geometry, complex geometry, contact structures and the interactions between these and related areas. The purpose of this Symposium is to bring to our participants deeper understanding of some recent discoveries in those areas, and to bring to the fore new issues that have arisen in light of them. The new understanding will encourage participants to gain a wider perspective of the recently found deep connections between symplectic and complex geometry. Potentially, this knowledge will inspire further discoveries in these and related fields.Details of the Yamabe Symposium are at http://www.math.umn.edu/yamabe/.