WebJean-Christophe Mourrat , Hendrik Weber Ann. Probab. 45 (4): 2398-2476 (July 2024). DOI: 10.1214/16-AOP1116 ABOUT FIRST PAGE CITED BY REFERENCES Abstract We show global well-posedness of the dynamic Φ4 Φ 4 model in the plane. The model is a nonlinear stochastic PDE that can only be interpreted in a “renormalised” sense. WebSep 20, 2024 · Alexander Dunlap, Jean-Christophe Mourrat Sum-of-norms clustering is a convex optimization problem whose solution can be used for the clustering of multivariate data. We propose and study a localized version of this method, and show in particular that it can separate arbitrarily close balls in the stochastic ball model.
Quantitative Stochastic Homogenization and Large-Scale …
WebJan 6, 2016 · Jean-Christophe Mourrat, Hendrik Weber We prove an a priori bound for the dynamic model on the torus wich is independent of the initial condition. In particular, this bound rules out the possibility of finite time blow-up of the solution. WebJean-Christophe Mourrat. Published 2014. Analyse stochastique Approximation stochastique Autocorrélation (statistique) Autorégression (statistique) Bruit aléatoire, … tom grosskopf
Jean-Christophe Mourrat - The Mathematics Genealogy Project
WebBOLSIUS Christophe 047497096 3,5 Série 1 Jaunes FR NANCY PULNOY ... KRIEF Jean-Yves 510277051 12,9 Série 1 Jaunes FR LYON SALVAGNY ... MOURRAT Kristine 049348304 13,7 Série 1 Rouges FR GRENOBLE BRESSON CHARRAYRE Frederic 534707103 13,8 Série 1 Jaunes FR LYON VERGER VALDES Manuel 045970060 14,1 Série 1 Jaunes FR TROIS … WebBOLSIUS Christophe 047497096 3,5 Série 1 Jaunes FR NANCY PULNOY ... BADRE Jean-Luc 534174180 15,2 Série 1 Jaunes FR MIRIBEL JONAGE ... MOURRAT Kristine 049348304 13,7 Série 1 Rouges FR GRENOBLE BRESSON COROMPT Herve 533660263 13,6 Série 1 Jaunes FR GOLF CLUB LYON WebLet (τ) x∈ ℤ d be i. i. d. random variables with heavy (polynomial) tails. Given a ∈ [0,1], we consider the Markov process defined by the jump rates ω x→y = τ x-(1-a) τ y a between two neighbours x and y in ℤ. We give the asymptotic behaviour of the principal eigenvalue of the generator of this process, with Dirichlet boundary condition. tom groskopf