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This paper introduces a discrete-time stochastic game class on [Formula: see text], which plays the role of a toy model for the well-known problem of stochastic homogenization of Hamilton–Jacobi equations. Conditions are provided under which the n-stage game value converges as n tends to infinity, and connections with homogenization theory are disc...
This paper introduces a discrete-time stochastic game class on $\mathbb{Z}^d$, which plays the role of a toy model for the well-known problem of stochastic homogenization of Hamilton-Jacobi equations. Conditions are provided under which the $n$-stage game value converges as $n$ tends to infinity, and connections with homogenization theory is discus...
iGEM (pour international genetically engineered machine) est un concours international autour de la biologie synthétique réunissant des étudiants de toutes disciplines (mathématiques, physique, biologie, arts, etc.). « L’objectif est de construire un système biologique fonctionnel complexe, en assemblant des composants individuels moléculaires simp...