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 sufficient conditions for the neutrality of economic policy, and necessary conditions for the existence of equilibrium in strategic games. We show these conditions are not affected by the assumption of RE. We are also able to show how to determine who will dominate in these equilibria, and who will find their policies to be ineffective, without having to solve out for all the possible outcomes explicitly. © 2009 Elsevier Inc. All rights reserved
In a game with rational expectations, individuals simultaneously refine their information with the i...
Economic theory does not have a formal model of how announcements of future policies affect economi...
We study the strategic advantages of following rules of thumb that bundle different games together (...
This paper shows the relationship between static controllability (well-known as Tinbergen's golden r...
We generalize some recent results developed in static policy games with multiple players, to a dynam...
This paper generalizes the classical theory of economic policy to a static LQ-strategic context betw...
Issues of policy effectiveness and policy neutrality are widespread in the economic literature. They...
Issues of policy effectiveness and policy neutrality are widespread in the economic literature. They...
Abstract. We generalize some recent results developed in static policy games with multiple players, ...
We generalize some recent results developed in static policy games with multiple players, to a dynam...
In the last 20 years issues of policy effectiveness and neutrality (notably with reference to moneta...
We study the relationship between equilibrium existence and uniqueness in LQ-games, and the classica...
This paper generalizes the classical theory of economic policy to a static LQ-strategic context betw...
The theory of economic policy has its roots in the contributions of Tinbergen and Theil, who solved ...
This chapter of the Handbook of Game Theory (Vol. 3) provides an overview of the theory of Nash equi...
In a game with rational expectations, individuals simultaneously refine their information with the i...
Economic theory does not have a formal model of how announcements of future policies affect economi...
We study the strategic advantages of following rules of thumb that bundle different games together (...
This paper shows the relationship between static controllability (well-known as Tinbergen's golden r...
We generalize some recent results developed in static policy games with multiple players, to a dynam...
This paper generalizes the classical theory of economic policy to a static LQ-strategic context betw...
Issues of policy effectiveness and policy neutrality are widespread in the economic literature. They...
Issues of policy effectiveness and policy neutrality are widespread in the economic literature. They...
Abstract. We generalize some recent results developed in static policy games with multiple players, ...
We generalize some recent results developed in static policy games with multiple players, to a dynam...
In the last 20 years issues of policy effectiveness and neutrality (notably with reference to moneta...
We study the relationship between equilibrium existence and uniqueness in LQ-games, and the classica...
This paper generalizes the classical theory of economic policy to a static LQ-strategic context betw...
The theory of economic policy has its roots in the contributions of Tinbergen and Theil, who solved ...
This chapter of the Handbook of Game Theory (Vol. 3) provides an overview of the theory of Nash equi...
In a game with rational expectations, individuals simultaneously refine their information with the i...
Economic theory does not have a formal model of how announcements of future policies affect economi...
We study the strategic advantages of following rules of thumb that bundle different games together (...