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mathphys2_03p161abs

http://www.maik.ru/abstract/mathphys/3/mathphys2_3p161abs.htm

Geometry of a Lagrangian Manifold in Thermodynamics (Principle of Minimizing the Thermodynamical Potential and Thermodynamical Inequalities. Analysis of the Gibbs Method of Geome tric Picture of Thermodynamics)
V. P. Maslov* and A. S. Mishchenko** *Chair of Quantum Statistics and Field Theory, Department of Physics, Moscow State University, Vorob'evy gory, Moscow, 119992 Russia **Chair of Higher Geometry and Topology, Department of Mechanics and Mathematics, Moscow State University, Vorob'evy gory, Moscow, 119992 Russia Received February 1, 2003 Abstract. A class of Lagrangian manifolds is presented, together with a groupoid of symplectic transformations preserving the class of Lagrangian manifolds, for which the local property of stability is related to the global property to define an essential point on the corresponding Lagrangian manifold. IAPC Nauka home page | journal home page | top If you have any problems with this server, contact webmaster@maik.ru

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