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T Duchamp M Kalka Deformation theory for holomorphic foliations
Kon PseudoEinstein real hypersurfaces in complex space forms
M Barbosa An extrinsic rigidity theorem for minimal immersions
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assume automorphism boundary cohomology compact condition constant curvature convex coordinates Corollary curvature tensor curve defined Definition denote derivatives diffeomorphism differentiable space differential forms Differential Geometry differential operator dimension eigenvalue elliptic equivalent estimate Euclidean exists foliation formula given Hence Hermitian symmetric holomorphic homotopy hypersurface implies induced integrable invariant circle involutive isometric immersion isomorphism jet bundle Lemma Lie algebra Math metric neighborhood nonnegative normal obtain orbit orthogonal orthonormal partial differential equations partitions of unity positive principal curvatures projection proof of Theorem Proposition prove pseudo-group real hypersurface reflective submanifolds resp respectively result Rham Ricci curvature Riemannian manifold satisfies scalar curvature second fundamental form sectional curvature sequence sheaf simply connected smooth function smooth partitions solution structure submanifolds subset subspace Suppose surface symmetric spaces tangent theory topology totally geodesic University variables vector bundle vector field vector space zero