We study the convergence of Nash equilibria in a game of optimal stopping. If the associated mean field game has a unique equilibrium, any sequence of n-player equilibria converges to it as n -> infinity. However, both the ...

Mean-field games, introduzido numa perspectiva de equações diferenciais parciais por Lions e Lasry, modelam situações com um grande número de agentes considerado um contínuo. O estudo da regularidade de funções é observar ...

In this work we present the main ideas of the optimal execution problem and a couple of different approaches for its modelling. We focus on the Mean-Field Game approach, and observe how restrictive it can be as we only can ...

In this work we propose a kinetic formulation for evolutionary game theory for zero sum games when the agents use mixed strategies. We start with a simple adaptive rule, where after an encounter each agent increases by a ...

O objetivo deste trabalho foi investigar, por meio de uma pesquisa-ação, as estratégias de design de jogos capazes de gerar experiências engajadoras que possam ser traduzidas ao contexto educacional por meio de métodos ...

No se dispone de información.

In this thesis, we present a priori estimates for solutions of a mean-field game (MFG) defined over a bounded domain Ω ⊂ ℝd. We propose an application of these results to a model of capital and wealth accumulation. In ...

This final master's project begins with the question: How can design and art direction tools be transferred to the field of video games to facilitate its development? Concern that contemplates exploring areas of game design ...