In this paper we consider the optimal control problem of models with Markov regime shifts and forward looking agents. These models are general and flexible tools for modelling model uncertainty. An algorithm is devised to compute the solution of a rational expectations model with random parameters or regime shifts. A second algorithm computes the time consistent policy and the resulting Nash Stackelberg equilibrium. The latter algorithm can also handle the case in which the policymaker and the private sector hold different beliefs. We apply these methods to compute the optimal (nonlinear) monetary policy in a small open economy subject to random structural breaks.
This paper shows how to use optimal control theory to derive time-consistent optimal government poli...
Time-average Markov decision problems are considered for the finite state and action spaces. Several...
Time inconsistency is an essential feature of many policy problems. This paper presents and compares...
In this paper we consider the optimal control problem with regime shifts and forward looking agents....
The paper shows how to use optimal control to compute optimal time-consistent Markovian government p...
This paper studies the design of optimal time-consistent monetary policy in an economy where the pla...
This paper derives necessary and sufficient conditions for determinacy in a class of general Markov-...
We investigate an optimal portfolio selection problem in a continuous-time Markov-modulated financia...
In industrial applications, the processes of optimal sequential decision making are naturally formul...
We investigate an optimal portfolio selection problem in a continuous-time Markov-modulated financia...
An optimal control problem is considered for a stochastic differential equation containing a state-d...
This paper offers a theory of model reference adaptive beliefs as a selection device in Markov-switc...
Time-inconsistency is an essential feature of many policy problems (Kydland and Prescott, 1977). Thi...
We examine optimal and other monetary policies in a linear-quadratic setup with a relatively general...
This paper investigates how best to determine time-invariant policy rules in macroeconomic models wi...
This paper shows how to use optimal control theory to derive time-consistent optimal government poli...
Time-average Markov decision problems are considered for the finite state and action spaces. Several...
Time inconsistency is an essential feature of many policy problems. This paper presents and compares...
In this paper we consider the optimal control problem with regime shifts and forward looking agents....
The paper shows how to use optimal control to compute optimal time-consistent Markovian government p...
This paper studies the design of optimal time-consistent monetary policy in an economy where the pla...
This paper derives necessary and sufficient conditions for determinacy in a class of general Markov-...
We investigate an optimal portfolio selection problem in a continuous-time Markov-modulated financia...
In industrial applications, the processes of optimal sequential decision making are naturally formul...
We investigate an optimal portfolio selection problem in a continuous-time Markov-modulated financia...
An optimal control problem is considered for a stochastic differential equation containing a state-d...
This paper offers a theory of model reference adaptive beliefs as a selection device in Markov-switc...
Time-inconsistency is an essential feature of many policy problems (Kydland and Prescott, 1977). Thi...
We examine optimal and other monetary policies in a linear-quadratic setup with a relatively general...
This paper investigates how best to determine time-invariant policy rules in macroeconomic models wi...
This paper shows how to use optimal control theory to derive time-consistent optimal government poli...
Time-average Markov decision problems are considered for the finite state and action spaces. Several...
Time inconsistency is an essential feature of many policy problems. This paper presents and compares...