Institute for Mathematical Physics on Hermitian Surfaces with J-invariant Ricci Tensor on Hermitian Surfaces with J-invariant Ricci Tensor

  • Oleg Mu
  • Published 1999

Abstract

We prove that a compact Hermitian surface with J-invariant Ricci tensor is KK ahler provided that the diierence of its scalar and conformal scalar curvature is constant. In particular, there are no locally homogeneous examples of such surfaces with odd rst Betti number.

Cite this paper

@inproceedings{Mu1999InstituteFM, title={Institute for Mathematical Physics on Hermitian Surfaces with J-invariant Ricci Tensor on Hermitian Surfaces with J-invariant Ricci Tensor}, author={Oleg Mu}, year={1999} }