NewEvery arXiv paper, its researchers & institutions — mapped.
paper

Complex Osserman Kaehler Manifolds

arXiv:1003.5379

Abstract

Let H be a 4 dimensional almost Hermitian manifold which satisfies the Kaehler identity. Then H is complex Osserman if and only if H has constant holomorphic sectional curvature. We also classify in arbitrary dimensions all the complex Osserman Kaehler manifolds which do not have 3 eigenvalues.