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Physics on Manifolds

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Table of Contents

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    Book Overview
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    Chapter 1 Relativistic Dissipative Fluids
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    Chapter 2 Mathematical Problems Related to Liquid Crystals, Superconductors and Superfluids
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    Chapter 3 Microcanonical Action and the Entropy of a Rotating Black Hole
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    Chapter 4 Problème De Cauchy Sur Un Cônoïde Caractéristique. Applications à Certains Systèmes Non Linéaires D’origine Physique
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    Chapter 5 Recent Progress on the Cauchy Problem in General Relativity
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    Chapter 6 On some links between mathematical physics and physics in the context of general relativity
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    Chapter 7 Functional Integration a Multipurpose Tool
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    Chapter 8 Generalized frames of references and intrinsic Cauchy problem in General Relativity
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    Chapter 9 Reducing Einstein’s Equations to an Unconstrained Hamiltonian System on the Cotangent Bundle of Teichmüller Space
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    Chapter 10 Darboux Transformations for a Class of Integrable Systems in n Variables
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    Chapter 11 Group Theoretical Treatment of Fundamental Solutions
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    Chapter 12 On the Regularity Properties of the Wave Equation
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    Chapter 13 Le problème de Cauchy linéaire et analytique pour un opérateur holomorphe et un second membre ramifié
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    Chapter 14 On Boltzmann Equation
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    Chapter 15 Star Products and Quantum Groups
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    Chapter 16 On asymptotic of solutions of a nonlinear elliptic equation in a cylindrical domain
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    Chapter 17 Fundamental Physics in Universal Space-Time
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    Chapter 18 Interaction of Gravitational and Electromagnetic Waves in General Relativity
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    Chapter 19 Anti-self dual conformal structures on 4-manifolds
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    Chapter 20 Chaotic Behavior in Relativistic Motion
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    Chapter 21 Some Results on Non Constant Mean Curvature Solutions of the Einstein Constraint Equations
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    Chapter 22 Levi condition for general systems
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    Chapter 23 Conditions invariantes pour un systéme, du type conditions de Levi
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    Chapter 24 Black Holes in Supergravity
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    Chapter 25 Low-Dimensional Behaviour in the Rotating Driven Cavity Problem
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    Chapter 26 Some Geometrical Aspects of Inhomogeneous Elasticity
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    Chapter 27 Integrating the Kadomtsev-Petviashvili Equation in the 1+3 Dimensions VIA the Generalised Monge-Ampère Equation: An Example of Conditioned Painlevé Test
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    Chapter 28 Spinning Mass Endowed with Electric Charge and Magnetic Dipole Moment
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    Chapter 29 Equations De Vlasov en Théorie Discréte
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    Chapter 30 Convexity and Symmetrization in Classical and Relativistic Balance Laws Systems
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Title
Physics on Manifolds
Published by
Springer Netherlands, December 2012
DOI 10.1007/978-94-011-1938-2
ISBNs
978-9-40-104857-6, 978-9-40-111938-2
Editors

Flato, M., Kerner, R., Lichnerowicz, A.