Differential Geometry, Part 2Shiing-Shen Chern, Robert Osserman Contains sections on Complex differential geometry, Partial differential equations, Homogeneous spaces, and Relativity. |
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Differential Geometry: Proceedings of the Symposium in Pure ..., Part 2 Shiing-Shen Chern,Robert Osserman No preview available - 1975 |
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algebraic Amer American Mathematical Society AMS MOS analytic asymptotic bounded Chern Chern class compact complex manifold compute Conjecture connection constant coordinates curve defined deformation denote derivatives differential equations Differential Geometry dimension domain eigenvalue Einstein elliptic elliptic operator exists extra condition formula geodesic given Hence Hermitian metric holomorphic mapping holomorphic sectional curvature hyperbolic hypersurface implies inequality integral invariant isometric Kaehler Kähler manifold Kähler metric Kobayashi Laplacian Lemma linearization stable mapping f Math Mathematics Volume 27 metric g negative neighborhood noncompact nondegenerate nonnegative null periodic geodesics Poincaré positive scalar curvature problem Proceedings of Symposia proof prove Pure Mathematics Volume result Ric(g Ricci curvature Riemannian manifold Riemannian metric satisfies scalar curvature sectional curvature singular solution space-time spectrum Stein manifold structure subject classifications 1970 submanifold subset surjective symmetric Symposia in Pure theorem vanish vector bundle vector field zero