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Traceless component of the conformal curvature tensor in Kähler manifold

Shoichi FunabashiHyang Sook KimY.-M. KimJin Suk Pak — 2006

Czechoslovak Mathematical Journal

We investigate the traceless component of the conformal curvature tensor defined by (2.1) in Kähler manifolds of dimension 4 , 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 p ( 0 p 2 ) -forms on the manifold by using the traceless component....

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