دانلود کتاب Communications in Mathematical Physics - Volume 230

Articles in this volume:1-39Integrable Nonlinear Evolution Equations on the Half-LineA.S. Fokas41-69Higher-Degree Analogs of the Determinant Line BundleJohn Lott71-79The Thermodynamic Limit in Mean Field Spin Glass ModelsFrancesco Guerra and Fabio Lucio Toninelli81-85A Coupling Approach to Randomly Forced Nonlinear PDE's. IISergei Kuksin, Andrey Piatniski and Armen Shirikyan87-132Exponential Mixing of the 2D Stochastic Navier-Stokes DynamicsJ. Bricmont, A. Kupiainen and R. Lefevere133-180Semi-Dispersing Billiards with an Infinite Cusp IMarco Lenci181-199On the Approximation of the Stochastic Burgers EquationChristoph Gugg, Hansjörg Kielhöfer and Michael Niggemann201-244Decay Rates and Probability Estimates for Massive Dirac Particles in the Kerr–Newman Black Hole GeometryF. Finster, N. Kamran, J. Smoller and S.-T. Yau245-269Quasiclassical Expansion for Tr { (−1) F e − β H }A. V. Smilga271-288Local ν-Euler Derivations and Deligne's Characteristic Class of Fedosov Star Products and Star Products of Special TypeNikolai Neumaier289-327Weak Solutions of General Systems of Hyperbolic Conservation LawsTai-Ping Liu and Tong Yang329-363Compressible Navier–Stokes Equations with Degenerate Viscosity Coefficient and VacuumTong Yang and Changjiang Zhu365-388Multifractal Analysis of Weak Gibbs Measures for Intermittent SystemsMichiko Yuri389-420Tau-Functions, Twistor Theory, and Quantum Field TheoryL.J. Mason, M.A. Singer and N.M.J. Woodhouse421-462Exponential Convergence for the Stochastically Forced Navier-Stokes Equations and Other Partially Dissipative DynamicsJonathan C. Mattingly463-483Billiards with Pockets: A Separation Principle and Bound for the Number of Orbit TypesCharles I. Delman and Gregory Galperin485-502Surfaces and the Sklyanin BracketJ. C. Hurtubise and E. Markman503-516Nodal Statistics for the Van Vleck PolynomialsAlain Bourget517-537Schlesinger Transformations and Quantum R -MatricesN. Manojlović and H. Samtleben539-579Noncommutative Finite-Dimensional Manifolds. I. Spherical Manifolds and Related ExamplesAlain Connes and Michel Dubois-Violette