讨论班 学术会议 学术报告 讨论班 运筹学与控制论讨论班 辛拓扑与物理讨论班 几何分析讨论班 动力系统讨论班 分析和微分方程讨论班 计算与应用讨论班 表示论与数论讨论班 概率统计讨论班 其他 讨论班 讨论班 首页 > 17 2018-09 几何分析讨论班第一次 浙江大学数学科学学院九十周年院庆系列活动之七十二 题目: Global $W^{1+/epsilon}$ estimate of optimal transport maps 摘要: I will discuss the global $W^{1+/epsilon}$ estimate for the optimal transport maps when the densities are merely bounded from below and above. This is based on a joint work with Jiakun Liu and Xujia Wang. 报告人: 陈世炳（中国科学技术大学）时间：9月21日（周五） 9:30-1... 09 2018-05 几何分析讨论班（七） 题目：Gradient estimates for harmonic functions and heat kernels报告人：蒋仁进 教授（天津大学）时间：5月14日（周一） 10：30-11：30地点： 工商楼4楼报告厅 摘要：In this talk, I will present some recent result on gradient estimates for harmonic functions and heat kernels. First I will discuss some motivations arising from PDEs，especially geometric analysis of metric measure spaces, and recall som... 04 2018-05 学术讲座：几何分析讨论班(六) 题目： Rigidity of entire self-shrinking solutions on C^n to the Kahler-Ricci flow报告人： 王文龙（北京大学）时间：5月7日（周一） 10：30-11：30地点： 工商楼4楼报告厅摘要：G. Drugan, P. Lu and Y. Yuan proved that every complete entire self-shrinking solution on C^n to the Kahler-Ricci flow must be flat. I will talk about some new rigidity results without completeness assumption but under real conve... 18 2018-04 几何分析讨论班第五次 题目: John ellipsoid, affine isoperimetric inequality and convex geometry报告人: 熊 革 （同济大学）时间：4月23日（周一） 10:30-11:30地点：工商楼4楼报告厅 摘要：It is known that there exists a unique ellipsoid of maximal volume inside a convex body (a compact convex set with non-empty interiors) in R^n. This ellipsoid is called John ellipsoid (named after mathematician Fr... 17 2018-04 浙江大学---复旦大学概率统计联合讨论班 浙江大学---复旦大学概率统计联合讨论班时间：2018年4月21日地点：浙江大学玉泉校区欧阳纯美楼316上午 主持人： 苏中根 浙江大学 10:00-10:45 沈云骢 复旦大学题目：Excessive measures for linear diffusions 11:00-11:45 李利平 中国科学院题目: On stiff problems via Dirichlet forms 下午&nbs... 11 2018-03 几何分析讨论班第一次 题目: Dominations in cyclic Higgs bundles报告人: 戴嵩（天津大学）时间：3月12日（周一）上午10:30-11:30 地点：工商楼105教室摘要: In this talk, we will introduce the higher Teichmuller theory from the viewpoint of the Higgs bundles. Given a G-Higgs bundle over a Riemann surface /Sigma, there is a corresponding harmonic map f from /tilde{/Sigma} to the symmetric space G/K. We study a subfamily in... 19 2017-12 (12月21日）几何分析讨论班第十二次 题 目：The asymptotic behavior of the dimension of spaces of harmonic functions with polynomial growth 报告人：黄显涛（中山大学） 报告摘要: Suppose (M, g) is a noncompact Riemannian manifold with nonnegative Ricci curvature, and let hd(M) be the dimension of the space of harmonic functions with polynomial growth of growth order at most d. Colding and Minicozzi proved that hd(M) is finite. La... 03 2017-12 (12月7日）几何分析讨论班第十一次 题目: Boundary Value Problems for Dirac-harmonic Maps and Their Heat Flows报告人：朱苗苗（上海交通大学）时间：12月7日（周四）上午10:30-11:30地点：工商楼4楼报告厅摘要: In this talk, we shall discuss some boundary value problems for Dirac-harmonic maps and present some&nb... 23 2017-11 (11月30日）几何分析讨论班第十次 题目： Kahler-Ricci flow on minimal elliptic surfaces报告人：张振雷（首都师范大学）时间：11月30日（周四）上午10:30-11:30 地点：工商楼4楼报告厅摘要: It is conjectured since Song-Tian's original work that the Kahler-Ricci flow on a smooth minimal ellitpic surface converges in the Gromov-Hausdorff topology to a generalized Kahler-Einstein metric on its canonical model. In the talk we will p... 20 2017-11 (11月23日）几何分析讨论班第九次 题目：Q-curvature in Riemannian Geometry - From Scalar Curvature to CVI报告人：袁伟（中山大学）时间：11月23日（周四）上午10:30-11:30 地点：工商楼4楼报告厅摘要：Q-curvature as a generalization of Gaussian curvature has been studied extensively for years in the research of conformal geometry. In fact, as a Riemannian geometric object, it shares many similarities with scalar curvature, which see... 每页 10 记录 总共 362 记录 第一页 <<上一页 下一页>> 尾页 页码 36/37 跳转到
