The Problem Of Plateau: A Tribute To Jesse Douglas And Tibor RadoThemistocles M Rassias World Scientific, 21 de des. 1992 - 348 pàgines This volume consists of papers written by eminent scientists from the international mathematical community, who present the latest information concerning the problem of Plateau after its classical solution by Jesse Douglas and Tibor Radó. The contributing papers provide insight and perspective on various problems in modern topics of Calculus of Variations, Global Differential Geometry and Global Nonlinear Analysis as related to the problem of Plateau. |
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The Problem of Plateau: A Tribute to Jesse Douglas & Tibor Rad¢ Themistocles M. Rassias Previsualització limitada - 1992 |
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1992 World Scientific affine algebraic Amer analysis analytic area-minimizing base paths boundary bounded calculus of variations Cantor set compact condition consider constant mean curvature coordinates critical points defined denote differential equations Differential Geometry dimensions eigenvalues elliptic Euclidean existence field equations Fields Medal finite formulas functions gauge Gauss given Gl(n global gravitational harmonic maps hypersurfaces Ibid inequality integral isometric embedding Jesse Douglas Jordan curve k-planes Laplacian Lebesgue Lemma Lie group Math mathematical matrix mean curvature method metric minimal immersions minimal surfaces Morse theory nonlinear obtain paper parametrizations plane Plateau's problem polynomial problem of Plateau proof proved Rado's Rassias 1992 World Riemann Riemannian manifold satisfying shape operator singularities SO(m solution space space-time spherical submanifolds symmetric tensor Theorem Tibor Radó topology vector field World Scientific Publishing Yang-Mills fields zero