On Kahler manifolds with harmonic Bochner curvature tensor

Citations

WEB OF SCIENCE

3
Citations

SCOPUS

5

초록

We prove that every irreducible Kahler manifold with harmonic Bochner curvature tensor and constant scalar curvature is Kahler-Einstein and that every irreducible compact Kahler manifold with harmonic Bochner curvature tensor and negative semi-definite Ricci tensor is Kahler-Einstein.

키워드

Irreducible Kahler manifoldHarmonic Bochner curvature tensorConstant scalar curvatureKahler-EinsteinNegative semi-definite Ricci tensor
제목
On Kahler manifolds with harmonic Bochner curvature tensor
저자
Kim, Jaeman
DOI
10.1007/s10455-008-9134-8
발행일
2009-06
유형
Article
저널명
Annals of Global Analysis and Geometry
35
4
페이지
339 ~ 343