Inhomogeneous Random Systems 2017, 2018: Random geometry; Extreme statistics in stochastic processes; Universality and scaling limits of interacting random systems; Diffusion in simple and multi-component fluids. - MAP5 Accéder directement au contenu
N°Spécial De Revue/Special Issue Markov Processes And Related Fields Année : 2020

Inhomogeneous Random Systems 2017, 2018: Random geometry; Extreme statistics in stochastic processes; Universality and scaling limits of interacting random systems; Diffusion in simple and multi-component fluids.

Résumé

Special Issue of the journal "Markov Processes and Related Fields" containing papers presented at the meetings: Inhomogeneous Random Systems (Paris, January 24-25, 2017 and January 23-24, 2018). Editors: Ellen Saada, Thierry Gobron, François Dunlop. pp. 1-16: Introduction. pp. 17-56: J. Aru, "Gaussian Multiplicative Chaos Through the Lens of the 2D Gaussian Free Field". pp. 57-93: M. Battilana, S. N. Majumdar, G. Schehr, "Universal Gap Statistics for Random Walks for a Class of Jump Densities". pp. 95-124: M. Jara, O. Menezes, "Non-Equilibrium Fluctuations for a Reaction-Diffusion Model via Relative Entropy". pp. 125-165: W. M. Ruszel, "Odometers of Divisible Sandpile Models: Scaling Limits, iDLA and Obstacle Problems. A Survey". pp. 167-183: C. Giardinà, "The Non-Equilibrium Ising Model in Two Dimensions: a Numerical Study".
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Dates et versions

hal-02935627 , version 1 (10-09-2020)

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  • HAL Id : hal-02935627 , version 1

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Francois Dunlop, Thierry Gobron, Ellen Saada. Inhomogeneous Random Systems 2017, 2018: Random geometry; Extreme statistics in stochastic processes; Universality and scaling limits of interacting random systems; Diffusion in simple and multi-component fluids.. Inhomogeneous Random Systems, January 24-25, 2017 and January 23-24, 2018, Paris, France. Markov Processes And Related Fields, 26 (1), 1-183 (183 p.), 2020, Special Issue containing papers presented at the meetings: Inhomogeneous Random Systems (Paris, January 24-25, 2017 and January 23-24, 2018). ⟨hal-02935627⟩
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