In this paper the scope of the applicability of the Stackelberg equilibrium concept in differential games is investigated. Firstly, it is showed that for a class of differential games with state-interdependence the stationary feedback Nash equilibrium coincides with the stationary feedback...

We examine contemporaneous perfect E-equilibria, in which a player's actions after every history, evaluated at the point of deviation from the equilibrium, must be within of a best E response. This concept implies, but is stronger than, Radner's ex ante perfect E-equilibrium. A strategy profile...

Sustainability is a fundamental concept in the environmental domain, but also in other domains such as financial matters or regarding personal health. Sustainability means using resources today in a way that does not compromise the availability of resources tomorrow. In this paper, we propose...

We introduce the algorithmic learning equations (ALEs), a set of ordinary differential equations which characterizes the finite-time and asymptotic behaviour of the stochastic interaction between state-dependent learning algorithms in dynamic games. Our framework allows for a variety of...

We study the characterization of the identified set of parameters in infinite time horizon dynamic games, with only imposing weak assumptions on the information structure. In particular, we impose an assumption on the minimum amount of information the agents have about the payoff types. Our goal...

dsGameSolver is based on the homotopy method developed in Eibelshaeuser and Poensgen (2019). It is the first program capable of computing a Markov perfect equilibrium of any finite dynamic stochastic game -- subject to the usual restrictions on numerical accuracy and working memory. dsGameSolver...

We study a two-period dynamic principal agent model in which two agents with different unobservable abilities compete in a contest for a single prize. A risk-neutral principal can affect the outcome of the contest by dividing a given budget between agents in each period and her net payoff...

We study a linear interaction model with asymmetric information. We first characterize the linear Bayes Nash equilibrium for a class of one dimensional signals. It is then shown that this class of one dimensional signals provide a comprehensive description of the first and second moments of the...

This paper experimentally examines the selection of equilibria in dynamic games. Our baseline treatment is a two-state extension of an indefinitely repeated prisoner's dilemma, which we modify in series of treatments to study the focality of efficiency and symmetry, the effect dynamic and static...