In an recent article Amman and Tucci (2020) make a comparison of the two dominant approaches for solving models with optimal experimentation in economics; the value function approach and an approximation approach. The approximation approach goes back to engineering literature in the 1970ties (cf. Tse & Bar-Shalom, 1973). Kendrick (1981) introduces this approach in economics. By using the same model and dataset as in Beck and Wieland (2002), Amman and Tucci conclude that differences may be small between the both approaches. In the previous paper we did not present the derivation of the approximation approach for this class of models. Hence, here we will present all derivations of the approximation approach for the case where there is an ...
Properties of the value function are examined in an infinite horizon optimal control problem with an...
We propose a framework to solve dynamic nonlinear infinite-horizon models like thosefound in the sta...
These notes provide an introduction to the study of optimal growth in the one-sector neoclassical gr...
In this paper we deliver the solution for the DUAL approach Kendrick (1981; 2002) with an infinite h...
In a previous paper Amman et al. (Macroecon Dyn, 2018) compare the two dominant approaches for solvi...
In a previous paper Amman and Tucci (2018) compare the two dominant approaches for solving models wi...
In the economics literature, there are two dominant approaches for solving models with optimal exper...
In the economics literature there are two dominant approaches for solving models with optimal experi...
Currently, there is a renewed interest in the use of optimal experimentation (adaptive control) in e...
summary:In this paper we examine a nonstationary discrete time, infinite horizon growth model with u...
This paper proposes a novel method that enhances numerical approximation of infinite horizon optimal...
Three methods have been developed by the authors for solving optimal experimentation problems. David...
These lecture notes provide an introduction to the optimal control theory with a focus on recent ach...
This paper extends optimal control theory to a class of infinite-horizon problems that arise in stud...
Cover title.Includes bibliographical references (p. 27-28).Supported by NSF. ECS 9216531 Supported b...
Properties of the value function are examined in an infinite horizon optimal control problem with an...
We propose a framework to solve dynamic nonlinear infinite-horizon models like thosefound in the sta...
These notes provide an introduction to the study of optimal growth in the one-sector neoclassical gr...
In this paper we deliver the solution for the DUAL approach Kendrick (1981; 2002) with an infinite h...
In a previous paper Amman et al. (Macroecon Dyn, 2018) compare the two dominant approaches for solvi...
In a previous paper Amman and Tucci (2018) compare the two dominant approaches for solving models wi...
In the economics literature, there are two dominant approaches for solving models with optimal exper...
In the economics literature there are two dominant approaches for solving models with optimal experi...
Currently, there is a renewed interest in the use of optimal experimentation (adaptive control) in e...
summary:In this paper we examine a nonstationary discrete time, infinite horizon growth model with u...
This paper proposes a novel method that enhances numerical approximation of infinite horizon optimal...
Three methods have been developed by the authors for solving optimal experimentation problems. David...
These lecture notes provide an introduction to the optimal control theory with a focus on recent ach...
This paper extends optimal control theory to a class of infinite-horizon problems that arise in stud...
Cover title.Includes bibliographical references (p. 27-28).Supported by NSF. ECS 9216531 Supported b...
Properties of the value function are examined in an infinite horizon optimal control problem with an...
We propose a framework to solve dynamic nonlinear infinite-horizon models like thosefound in the sta...
These notes provide an introduction to the study of optimal growth in the one-sector neoclassical gr...