In stochastic optimization models, the optimal solution heavily depends on the selected probability model for the scenarios. However, the scenario models are typically chosen on the basis of statistical estimates and are therefore subject to model error. We demonstrate here how the model uncertainty can be incorporated into the decision making process. We use a nonparametric approach for quantifying the model uncertainty and a minimax setup to find model-robust solutions. The method is illustrated by a risk management problem involving the optimal design of an insurance contract. (C) 2017 Elsevier B.V. All rights reserved
The authors consider the fundamental problem of nding good poli-cies in uncertain models. It is demo...
This paper considers model uncertainty for multistage stochastic programs. The data and information ...
We present a practical guide and step-by-step flowchart for establishing uncertainty intervals for k...
In stochastic optimization models, the optimal solution heavily depends on the selected probability ...
Most optimization problems in real life do not have accurate estimates of the prob-lem parameters at...
Virtually any performance analysis in stochastic modeling relies on input model assumptions that, to...
Decision-makers who usually face model/parameter risk may prefer to act prudently by identifying opt...
The stochastic optimal decision-making problem concerns the process of dynamically deciding actions ...
We study the problem of optimal insurance contract design for risk management under a budget constra...
This paper considers model uncertainty for multistage stochastic programs. The data and information ...
The authors consider the fundamental problem of nding good policies in uncertain models. It is dem...
Many portfolio optimization techniques rely heavily on past data and modeling assumptions. In an unc...
Uncertainty is a facet of many decision environments and might arise for various reasons, such as un...
The topic of this thesis is portfolio optimization under model ambiguity, i.e. a situation when the ...
The determination of acceptability prices of contingent claims requires the choice of a stochastic m...
The authors consider the fundamental problem of nding good poli-cies in uncertain models. It is demo...
This paper considers model uncertainty for multistage stochastic programs. The data and information ...
We present a practical guide and step-by-step flowchart for establishing uncertainty intervals for k...
In stochastic optimization models, the optimal solution heavily depends on the selected probability ...
Most optimization problems in real life do not have accurate estimates of the prob-lem parameters at...
Virtually any performance analysis in stochastic modeling relies on input model assumptions that, to...
Decision-makers who usually face model/parameter risk may prefer to act prudently by identifying opt...
The stochastic optimal decision-making problem concerns the process of dynamically deciding actions ...
We study the problem of optimal insurance contract design for risk management under a budget constra...
This paper considers model uncertainty for multistage stochastic programs. The data and information ...
The authors consider the fundamental problem of nding good policies in uncertain models. It is dem...
Many portfolio optimization techniques rely heavily on past data and modeling assumptions. In an unc...
Uncertainty is a facet of many decision environments and might arise for various reasons, such as un...
The topic of this thesis is portfolio optimization under model ambiguity, i.e. a situation when the ...
The determination of acceptability prices of contingent claims requires the choice of a stochastic m...
The authors consider the fundamental problem of nding good poli-cies in uncertain models. It is demo...
This paper considers model uncertainty for multistage stochastic programs. The data and information ...
We present a practical guide and step-by-step flowchart for establishing uncertainty intervals for k...