CONICET | Buscador de Institutos y Recursos Humanos

A physical system in game-theoretic terms is represented in this work. We first consider anabstract game between a classical and a quantum player, whose results represent the twodifferent kinds of non-linear dynamics that the system exhibits. The existence of winningstrategies shows that the dynamics can be fully determined through a game theory analysis.Moreover by considering a second game, we show that different games can be defined tofocus on different aspects of the physics of a system. Different winning strategies and Nashequilibrium points, emerge in each game. These games theory tools are related to physicalproperties, so distinct physical information is obtained for each game. In this work, specialemphasis is made on Nash points, which add a new conceptual perspective, to analyze aphysical system.