We generalize some recent results developed in static policy games with multiple players, to a dynamic context. We find that the classical theory of economic policy can be usefully applied to a strategic context of difference games: if one player satisfies the Golden Rule, then either all other...

We generalize some recent results developed in static policy games with multiple players, to a dynamic context. We find that the classical theory of economic policy can be usefully applied to a strategic context of difference games: if one player satisfies the Golden Rule, then either all other...

The theory of economic policy has its roots in the contributions of Tinbergen and Theil, who solved the problem of a policymaker aiming to achieve certain values for his policy targets, or to minimize a loss function defined on those targets, by using the available policy instruments. After...

We address the coordination failures that arise in models with multiple equilibria and study how they may be resolved by reconsidering the role of cheap talk communication as an equilibrium selection device. We introduce an outside option (representing common-knowledge expected outcomes in the...

This paper outlines contents of the new theory of economic policy that has emerged recently with reference to situations of strategic interaction. The new theory of economic policy is rooted in the classical contributions of Ragnar Frisch, Jan Tinbergen, Bent Hansen and Henri Theil, while being...

This paper shows the relationship between static controllability (well-known as Tinbergen's golden rule) and the existence and other properties of the Nash equilibrium in a dynamic setting augmented with rational expectations (RE) for future behavior. We derive new theorems which state...

We generalize some recent results developed in static policy games with multiple players, to a dynamic context. We find that the classical theory of economic policy can be usefully applied to a strategic context of difference games: if one player satisfies the Golden Rule, then either all other...