Titlebook: Statistical Mechanics of Classical and Disordered Systems; Luminy, France, Augu Véronique Gayrard,Louis-Pierre Arguin,Irina Kourko Conferen

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Pietro Caputo,Dmitry Ioffe,Vitali Wachtellth. This approach will guide the clinician to understanding how people become ill and the types of interventions that are appropriate for stress related illnesses. The clinician will also become better informed about ways to help clients make better decisions, mobilize clients’ survival skills, and

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Statistical Mechanics of Classical and Disordered SystemsLuminy, France, Augu

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Gibbs-Non Gibbs Transitions in Different Geometries: The Widom-Rowlinson Model Under Stochastic Spint colors, and shows a phase transition at high intensity. Natural versions of the model can moreover be formulated in different geometries: in particular as a lattice system or a mean-field system. We will discuss recent results on dynamical Gibbs-non Gibbs transitions in this context. Main issues w

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The Free Energy of the GREM with Random Magnetic Fieldizes both the Random Energy Model (REM) combined with a random magnetic field studied by de Oliveira Filho et al. and Arguin and Kistler, and that of the GREM in the presence of a uniform external field studied by Bovier and Klimovsky. The extreme value statistics of the model are determined at the

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A Morita Type Proof of the Replica-Symmetric Formula for SKP formula. This is achieved by showing that the conditional annealed free energy equals the quenched one, where the conditioning is given by an appropriate .-field with respect to which the TAP solutions are measurable.

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Concentration of the Clock Process Normalisation for the Metropolis Dynamics of the REM of the Random Energy Model converges to an .-stable process, after being scaled by a random, Hamiltonian dependent, normalisation. We prove here that this random normalisation can be replaced by a deterministic one.