Journal of Differential Geometry, Volume 14Lehigh University, 1979 - Geometry |
Contents
DIFFERENTIAL | 316 |
Kon PseudoEinstein real hypersurfaces in complex space forms | 339 |
M Barbosa An extrinsic rigidity theorem for minimal immersions | 355 |
7 other sections not shown
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Common terms and phrases
boundary cohomology compact complex condition convex coordinates Corollary curve defined Definition denote derivatives diffeomorphism differentiable space Differential Geometry differential operator dimension dsē e₁ eigenvalue elliptic exists finite foliation formula geodesic given h₁ Hence Hermitian symmetric holomorphic homotopy hypersurfaces implies integrable involutive isometric immersion isomorphism jet bundle Lemma Lie algebra linear Math metric N₁ N₂ neighborhood nonnegative normal obtain orthogonal p-section partitions of unity principal curvatures projection proof of Theorem Proposition prove pseudo-group R₁ real hypersurface reflective submanifolds respectively Rham Ricci curvature Riemannian manifold satisfies second fundamental form sectional curvature sheaf smooth function smooth partitions solution structure submanifolds subset subspace Suppose surface symmetric spaces tangent theory topology u₁ vector bundle vector field vector space X₁ zero