3 papers
math.OC2026
Approximating the Uniform Value in Hidden Stochastic Games with Doeblin Condition
Krishnendu Chatterjee, David Lurie, Raimundo Saona +1
We study \emph{zero-sum two-player hidden stochastic games}, where players receive partial observations of the state. We focus on a central solution concept for analyzing long-dura…
math.PR2024
The game behind oriented percolation
Avelio Sepúlveda, Bruno Ziliotto
We characterize the critical parameter of oriented percolation on through the value of a zero-sum game. Specifically, we define a zero-sum game on a percolation conf…
math.OC2024
Bayesian Learning in Mean Field Games
Eran Shmaya, Bruno Ziliotto
We consider a mean-field game model where the cost functions depend on a fixed parameter, called \textit{state}, which is unknown to players. Players learn about the state from a a…