Abstract — We consider large population dynamic games and illuminate methodological connections with the theory of inter-acting particle systems. Combined with the large population modelling, a Nash Certainty Equivalence (NCE) Methodology is introduced for specifying the localized strategy selection of a given agent within the Nash equilibrium setting. The NCE methodology closely parallels that found in the study of uncontrolled interacting particle systems within the framework of the McKean-Vlasov equation [19]: for both problems the solution is derived by focussing on a single generic individual at a microscopic level and analyzing its interaction with the ensemble of the other individuals of which it is itself, in a statistical sense, a ...
We study large population stochastic dynamic games where each agent receives influences from multi-c...
© 2022 IEEE. Personal use of this material is permitted. Permission from IEEE must be obtained for...
International audienceWe introduce a new mean field kinetic model for systems of rational agents int...
Abstract — We consider large population dynamic games and illuminate methodological connections with...
Abstract. We consider stochastic dynamic games in large population conditions where multi-class agen...
Abstract We study large population stochastic dynamic games where the so-called Nash certainty equiv...
Abstract We consider dynamic games in large population conditions where the agents evolve according ...
Abstract—We study large population stochastic dynamic games where each agent assigns individually de...
This paper elucidates on the logic behind recent papers which show that a unique equilibrium is sele...
This paper elucidates the conceptual role that independent randomization plays in non-cooperative ga...
Traditional game theory studies strategic interactions in which the agents make rational decisions. ...
Pure Nash equilibria are foundational to the field of game theory. We use a "random games" approach ...
Abstract—This paper studies a solution concept for large stochastic games. A standard solution conce...
Pascoa (1993a) showed that the failure of the law of large numbers for a continuum of independent ra...
We consider the dynamic optimization of large-population system with partial information. The associ...
We study large population stochastic dynamic games where each agent receives influences from multi-c...
© 2022 IEEE. Personal use of this material is permitted. Permission from IEEE must be obtained for...
International audienceWe introduce a new mean field kinetic model for systems of rational agents int...
Abstract — We consider large population dynamic games and illuminate methodological connections with...
Abstract. We consider stochastic dynamic games in large population conditions where multi-class agen...
Abstract We study large population stochastic dynamic games where the so-called Nash certainty equiv...
Abstract We consider dynamic games in large population conditions where the agents evolve according ...
Abstract—We study large population stochastic dynamic games where each agent assigns individually de...
This paper elucidates on the logic behind recent papers which show that a unique equilibrium is sele...
This paper elucidates the conceptual role that independent randomization plays in non-cooperative ga...
Traditional game theory studies strategic interactions in which the agents make rational decisions. ...
Pure Nash equilibria are foundational to the field of game theory. We use a "random games" approach ...
Abstract—This paper studies a solution concept for large stochastic games. A standard solution conce...
Pascoa (1993a) showed that the failure of the law of large numbers for a continuum of independent ra...
We consider the dynamic optimization of large-population system with partial information. The associ...
We study large population stochastic dynamic games where each agent receives influences from multi-c...
© 2022 IEEE. Personal use of this material is permitted. Permission from IEEE must be obtained for...
International audienceWe introduce a new mean field kinetic model for systems of rational agents int...