File
language
eng
Author
Maeda, Sadahiro
Description
This paper is the survey of joint works with K. Ogiue ([7]) and B.H. Kim, I.B. Kim ([5]). Geodesic spheres G(r) are fundamental examples of (real) hypersurfaces in a Riemannian manifold. In this paper, as an ambient space we take an n􀀀dimensional complex projective space CPn(c); n ≧ 2 of constant holomorphic sectional curvature c(> 0). By observing geodesics on G(r) in CPn(c) we characterize all G(r) (0 < r < =pc ) (Theorems 1 and 2)and some G(r) which are called Berger spheres (Theorem 3).
Journal Title
Memoirs of the Graduate School of Science and Engineering, Shimane University. Series B, Mathematics
Volume
51
Start Page
1
End Page
5
ISSN
1342-7121
Published Date
2018-03
Publisher
総合理工学部
Publisher Aalternative
The Interdisciplinary Graduate School of Science and Engineering
NII Type
Departmental Bulletin Paper
Format
PDF
Text Version
出版社版
OAI-PMH Set
Faculty of Science and Engineering