ON THE EXISTENCE OF FOUR DISTINCT EMBEDDED MINIMAL 2-SPHERES IN (S^3, g)  

作　　者：李骏 

机构地区：[1]Institute of Mathematics, Fudan University. Shanghai

出　　处：《Chinese Science Bulletin》1985年第5期702-,共1页

摘　　要：In the seminar on differential geometry held at Princeton, S. T. Yau gave a lecture entitled 'Problem Section' which contains 120 open problems in differential geometry. One of them is whether there exist four distinct S^2 minimally embedded in (S^3, g). (where g is any metric defined on S^3). By using the perturbed

关 键 词：entitled LECTURE SEMINAR Princeton PERTURBED 加名 切刀 MANIFOLD 旧雷 immersed 

分 类 号：O1[理学—数学]