Riemannian manifolds satisfying ![[RIC \wedge g, W=0]](https://853417.krfdn.asia/plugins/generic/latexRender/cache/4ef73205a77d3c7ae31174a6d9798187.png)
Abstract
We study the condition on 2n-dimensional Riemannian manifolds which also have non-negative curvature on totally isotropic two- planes.We show that if, in addition, certain holomorphic bisectional curvatures are positive, then the manifold is biholomorphically isometric to 
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on 2n-dimensional Riemannian manifolds which also have non-negative curvature on totally isotropic two- planes.We show that if, in addition, certain holomorphic bisectional curvatures are positive, then the manifold is biholomorphically isometric to .DOI Code:
10.1285/i15900932v15n2p161
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