Example of extrinsically homogeneous real hypersurface in .
Symmetric curvature-like tensors on a semi-definite Kähler manifolds.
On real hypersurfaces of type in a complex space form. III.
Complete minimal hypersurfaces in a locally symmetric space.
Application of an integral formula to CR-submanifolds of complex hyperbolic space.
On the Chern-type problem in a complex projective space.
A certain complete space-like hypersurface in Lorentz manifolds.
Geodesics and circles on real hypersurfaces of type and in a complex space form.
Traceless component of the conformal curvature tensor in Kähler manifold
We investigate the traceless component of the conformal curvature tensor defined by (2.1) in Kähler manifolds of dimension , and show that the traceless component is invariant under concircular change. In particular, we determine Kähler manifolds with vanishing traceless component and improve some theorems (for example, [4, pp. 313–317]) concerning the conformal curvature tensor and the spectrum of the Laplacian acting on -forms on the manifold by using the traceless component....
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