首页|Complete Co-Homogeneity One K?hler Metrics on the Affine Quadric of Complex Dimension Two(Related to a Cohomogeneity One Point of View on a Yau Conjecture)
Complete Co-Homogeneity One K?hler Metrics on the Affine Quadric of Complex Dimension Two(Related to a Cohomogeneity One Point of View on a Yau Conjecture)
扫码查看
点击上方二维码区域，可以放大扫码查看
原文链接
万方数据
In this paper,we revisit the Kähler structures on the affine quadrics M1={z12+z22+z23=1} in the paper by Bo Yang and Fang-Yang Zheng.We found that the Kähler structures on the complex surface are more complicated than what they have thought.We shall also give some detail calculations and found that our results fit quite well with earlier papers of the first author,one of them with X.X.Chen.
Affine quadricsComplex structureKähler metricsCohomogeneity one action
GUAN Daniel、LIANG Meng-xiang
展开 >
School of Mathematics and Statistics,Henan University,Kaifeng 475004,China
Department of Mathematics,University of California at Riverside,CA 92521,U.S.A.
万方数据
