Gokova Geometry/Topology Conference

Gokova几何拓扑会议将于每年5月的最后一周在土耳其Gokova的Hotel Yucelen会议设施举行。一年一度的国际Gokova几何拓扑会议成立于1992年，旨在创造一个生动的非正式环境，由活跃的世界知名专家和初级研究人员沿着热情的研究生讨论几何和拓扑的最新成果。许多初级现在著名的数学家的领域得到了他们的早期国际曝光在这些友好的会议。这些会议旨在增加来自美国的初级研究人员和专家的参与。Gokova会议将继续为美国、欧洲和亚洲的数学家提供一个及时交流思想的平台。每次会议的重点主题由科学委员会在前一年根据该领域发生的重大科学突破以及杰出演讲者的可用性来确定。组织者希望在未来几年通过迷你课程和/或系列讲座探索的当前感兴趣的主题包括：Manolescu对三角剖分猜想的解决方案（Manolescu将在2015年的会议上给出一个迷你课程）;辛和接触拓扑中的柔性现象（Y。Eliashberg，E.墨菲和合作者，其中之一将是minicourse）;几何方法镜像对称和扩展的斯特罗明格-丘-扎斯洛猜想（D。奥鲁湾福谷，M. Abouzaid，T. Ekholm）; Corks，surgery，and exotic 4-manifold（Akbulut，Yasui，Ruberman）; Refined enumerations and knot theory（Cherednik，Goettsche，Shende）.更多信息可以在会议网页上找到。http://gokovagt.org/

Gokova Geometry-Topology Conference will be held during the last week of May of each year in Hotel Yucelen's conference facilities in Gokova/Turkey. The annual international Gokova Geometry-Topology Conferences was founded in 1992 with the purpose of creating a lively informal environment where the latest results of Geometry and Topology are discussed by active world-renowned experts and junior researchers along with enthusiastic graduate students. Many junior now-well-known mathematicians of the field got their early international exposure in these friendly conferences. These conferences aim to increase participation of junior researchers and experts from US. Gokova conferences will continue to provide a platform for exchanging ideas between American, European and Asian mathematicians in timely fashion.The focus topics for each conference are determined by the Scientific Committee during the previous year based on the major scientific breakthroughs that occur in the field, and on availability of outstanding speakers to present them to a broad audience of geometers and topologists. The list of the topics of current interest that the organizers hope to explore via mini-courses and/or lecture series in the next few years include: C. Manolescu's solution of the triangulation conjecture (Manolescu will be giving a minicourse in 2015 meeting); Flexibility phenomena in symplectic and contact topology (Y. Eliashberg, E. Murphy, and collaborators,one of them will be minicourse); Geometric approaches to mirror symmetry and extensions of the Strominger-Yau-Zaslow conjecture (D. Auroux, K. Fukaya, M. Abouzaid, T. Ekholm); Corks, surgeries, and exotic 4-manifolds (Akbulut, Yasui, Ruberman); Refined enumerations and knot theory (Cherednik, Goettsche, Shende). More information can be found on the conference web page. http://gokovagt.org/