Great Lakes Geometry Conference 2010

2010 年五大湖几何会议

• 批准号: 0966902
• 负责人: Yong-Geun Oh
• 金额: $ 1.8万
• 依托单位: University of Wisconsin-Madison
• 依托单位国家: 美国
• 项目类别: Standard Grant
• 财政年份: 2010
• 资助国家: 美国
• 起止时间: 2010-02-01 至 2011-01-31
• 项目状态: 已结题
• 来源: https://www.nsf.gov/awardsearch/showAward?AWD_ID=0966902&HistoricalAwards=false
• 关键词: Great; Lakes; Geometry; Conference; 2010

Building upon the success of the annual Great Lakes Geometry Conference which is by now a well-established conference held in the Great Lakes region, the PIs propose to bring together experts of toric geometry and of the related areas from the faces of symplectic geometry, algebraic geometry and K\"ahler geometry and to provide a common ground where mathematicians share ideas and visions towards the goal of understanding the mirror symmetry of toric varieties in all faces. This will in turn serve a stepping stone towards deeper understanding of Kontsevich's homological mirror symmetry and of Strominger-Yau-Zaslow proposal of Lagrangian torus fibrations on Calabi-Yau manifolds, which have been one of the most active areas of research in geometry and physics of string theory in recent years.While there have been many conferences dedicated to symplectic geometry and mirror symmetry or toric geometry recent years, the PIs are not aware of a conference that brings all of these aspects together in the context of geometry of toric varieties.The Great Lakes Geometry Conference is by now a well-established conference of geometry and topology held in the Great Lakes region. The conference in the year 2010 is its 11-th anniversary and will be held in the University of Wisconsin at Madison. The main theme of the GLGC 2010 is toric geometry and the related areas which will provide a common ground where mathematicians share ideas and visions towards the goal of understanding the mirror symmetry of toric varieties in all faces. We hope that gathering the experts of different faces in toric geometry and mirror symmetry will encourage collaborations between researchers in the areas. In this conference, the PIs draw the speakers at this conference from a diverse spectrum of active research areas in geometry and mathematical physics. One primary goal of this conference is to expose graduate students and early career mathematicians in the related fields to some recent exciting new developments in this active area of geometry and physics of mirror symmetry and toric geometry. We also hope that the conference will benefit the students and the early career mathematicians at the University of Wisconsin and other Midwestern universities, encourage interaction between the universities in the Midwestern region and beyond, and help graduate students and post-docs to work in these exciting areas.

Building upon the success of the annual Great Lakes Geometry Conference which is by now a well-established conference held in the Great Lakes region, the PIs propose to bring together experts of toric geometry and of the related areas from the faces of symplectic geometry, algebraic geometry and K\"ahler geometry and to provide a common ground where mathematicians share ideas and visions towards the goal of understanding the mirror symmetry of toric varieties in all面孔。这将依次为kontsevich的同源镜子对称性以及对拉格朗日的圆环纤维的提议更深入地理解，这些曲线是在最近几年中的最活跃的研究中的最活跃的领域。近年几年的感谢您的几何形状，PIS并不意识到会议将所有这些方面的几何形式融合在一起。 2010年的会议是其成立11周年，将在威斯康星大学的麦迪逊分校举行。 GLGC 2010的主要主题是感谢您的几何形状和相关领域，这些区域将提供一个共同的基础，数学家分享思想和愿景，以了解所有面孔中的圆环品种的镜像对称性。我们希望聚集在感谢您面孔的几何形状和镜像对称性方面的不同面孔的专家将鼓励该地区的研究人员之间的合作。在本次会议上，PI在这次会议上吸引了演讲者，从几何学和数学物理学领域的各种活跃研究领域中吸引了演讲者。这次会议的一个主要目标是将研究生和早期职业数学家在相关领域揭露这一近期令人兴奋的新事态发展，这是镜面对称性和摩ric式几何形状的几何领域和物理学。 我们还希望该会议将使威斯康星大学和其他中西部大学的学生和早期的职业数学家受益，鼓励中西部地区及其他地区的大学之间的互动，并帮助研究生和毕业后在这些令人兴奋的领域工作。