摘要
提供了与流形上的全纯截面曲率相关的拟复空型的几何特征,从几何上说明拟复空型是复空型的一种推广.
In this paper, the geometrical properties of the quasi-complex space form associated with the holomorphic sectional curvature are presented. Thus it is shown geometrically that the quasi complex space form is a generalization of the complex space form.
出处
《复旦学报（自然科学版）》
CAS
CSCD
北大核心
1992年第4期387-392,共6页
Journal of Fudan University：Natural Science
关键词
黎曼几何
复空型
拟复空型
Riemannian geometry
Kaehler manifold
complex space form
quasi complex space form
