Game Theory

Peer-reviewed articles

• Weighted-average stochastic games with constant payoff, M. Oliu-Barton. Operational Research (2022), 22, 1675–1696.

• New algorithms for solving zero-sum stochastic games, M. Oliu-Barton. Mathematics of Operations Research (2021), 46 (1), 255-267; free access.

• Constant payoff in stochastic games, O. Catoni, M. Oliu-Barton, B. Ziliotto. Annals of IHP Probability (2021), 57 (4), 1888-1900.

• Shapley-Sn;ow kernels, multiparameter eigenvalue problems and zero-sum stochastic games, L. Attia, M. Oliu-Barton. Mathematics of Operations Research (2021), 46 (3), 1181–1202.

• Optimal strategies in repeated games with incomplete information: the dependent case, F. Gensbittel, M. Oliu-Barton. Dynamic Games and Applications (2020) 10, 819– 835; free access.

• A formula for the value of a stochastic game, L. Attia, M. Oliu-Barton. Proceedings of the National Academy of Science of the USA (2019), 116 (52), 26435–26443. Asymptotically optimal strategies in repeated games with incomplete information and vanishing weights, M. Oliu-Barton. Journal of Dynamics and Games (2019), 6 (4), 259–275.

• The Splitting Game: uniform value and optimal strategies. M. Oliu-Barton. Dynamic Games and Applications (2018) 8 (1), 157–179 ; free access.

• Differential games with asymmetric and correlated information. M. Oliu-Barton. Dynamic Games and Applications (2015) 5 (3): 378–396; free access.

• The asymptotic value in finite stochastic games. M. Oliu-Barton. Mathematics of Operations Research (2014) 39 (3): 712–721; free access.

• Existence of the uniform value in repeated games with a more informed controller, F. Gensbittel, M. Oliu-Barton, X. Venel. Journal of Dynamics and Games (2014) 1 (3): 411-445

• A strategy-based proof of the existence of the value in zero-sum differential games, P. Maldonado, M. Oliu-Barton. Morfismos (2014) 18 (1), 31–44.

• A uniform Tauberian theorem in optimal control, M. Oliu-Barton, G. Vigeral. Annals of the International Society of Dynamic Games (2013) 12: 199–215.

Academic dissertations

• H.D.R. thesis (2020): "A Journey to the Land of Stochastic Games" (full manuscript - presentation)

• Ph.D. thesis (2013): "Discrete and continuous time games with incomplete information" (full manuscript - presentation)