题 目：Convergence of K/"ahler to real polarizations on flag manifolds

报告人：Hiroshi Konno教授 日本东京大学

时 间：10月18日 下午2:30-4:30

地 点：管理科研楼 1518

摘 要： In this talk we will discuss the geometric quantization of a flag manifold. In particular, we construct a family of complex structures on a flag manifold that converge 'at the quantum level' to the real polarization coming from the Gelfand-Cetlin integrable system. Our construction is based on a toric degeneration of flag varieties and a deformation of K/"ahler structure on toric varieties by symplectic potentials. This is a joint work with Mark Hamilton.


主办单位：中国科大数学科学学院、国家数学与交叉科学中心合肥分中心

视频下载：http://math.ustc.edu.cn/video/20111018Hiroshi.flv