Conference: Algebraic, Symplectic Geometry and Physics; December 15-20, 2004; Coral Gables, FL

将于2004年12月15日至20日在迈阿密大学举行的代数几何、辛几何和物理会议将集中讨论以下主题：1)理解Kontsevich从Fukaya范畴计算Gromov witteninvariant的方法。2)理解一般类型流形的同调镜像对称性。3)尝试将Hori和Vafa构造Landau - Ginzburg模型的方法推广到广义辛流形的情况。这次会议将激发代数几何、辛几何和弦理论之间相互作用的新路线。它将促进数学界和物理界之间的进一步合作，以及迈阿密大学和佛罗里达国际大学之间的合作。会议的活动将有助于为研究生和博士后在这些领域的研究做准备。

Abstract DMS-0506503KatzarkovThe conference Algebraic Geometry, Symplectic Geometry and Physics, to be held on December 15 - 20, 2004 at University of Miami will be focused on the following topics: 1) Understanding Kontsevich's approach for computing Gromov Witteninvariants from Fukaya category. 2) Understanding Homological Mirror Symmetry for manifolds of general type. 3) Trying to extend Hori's and Vafa's approach of constructing Landau Ginzburg model to the case of generalized symplectic manifolds.The conference will stimulate new lines of interaction between algebraic geometry, symplectic geometry and string theory. It will stimulate further collaboration between mathematics community and physics community in general as well as the collaboration between University of Miami and FIU. The activities in the conference will help to prepare graduate students and postdocs in their research in these fields.