Abstract. Maximum likelihood estimation (MLE) and heuristic predictive estimation (HPE) are two widely used approaches in in-dustrial uncertainty analysis. We review them from the point of view of decision theory, using Bayesian inference as a gold standard for comparison. The main drawback of MLE is that it may fail to prop-erly account for the uncertainty on the physical process generating the data, especially when only a small amount of data are available. HPE offers an improvement in that it takes this uncertainty into ac-count. However, we show that this approach is actually equivalent to Bayes estimation for a particular cost function that is not explic-itly chosen by the decision maker. This may produce results that are suboptimal fr...
Decision analytic models used for health technology assess-ment are subject to uncertainties. These ...
The decision making (DM) problem is of great practical value in many areas of human activities. Most...
An important issue in risk analysis is the distinction between epistemic and aleatory uncertainties....
AbstractThis paper presents a new axiomatic decision theory for choice under uncertainty. Unlike Bay...
Expert probability forecasts can be useful for decision making (§1). But levels of uncertainty escal...
This paper compares Evidence Theory (ET) and Bayesian Theory (BT) for uncertainty modeling and decis...
This paper introduces the likelihood method for decision under uncertainty. The method allows the qu...
Operating and interacting in an environment requires the ability to manage uncertainty and to choose...
Decision-making under uncertainty is an important area of study in numerous disciplines. The variety...
Quantitative risk assessments are an integral part of risk-informed regulation of current and future...
This paper presents a new axiomatic decision theory for choice under uncertainty. Unlike Bayesian de...
Recent advances in decision making have incorporated both risk and ambiguity in decision theory and ...
This paper presents a decision theory which allows subjects to account for the uncertainties of thei...
Uncertainty is a pervasive feature of many models in a variety of fields, from computer science to e...
International audienceThe goal of this chapter is to provide a general introduction to decision maki...
Decision analytic models used for health technology assess-ment are subject to uncertainties. These ...
The decision making (DM) problem is of great practical value in many areas of human activities. Most...
An important issue in risk analysis is the distinction between epistemic and aleatory uncertainties....
AbstractThis paper presents a new axiomatic decision theory for choice under uncertainty. Unlike Bay...
Expert probability forecasts can be useful for decision making (§1). But levels of uncertainty escal...
This paper compares Evidence Theory (ET) and Bayesian Theory (BT) for uncertainty modeling and decis...
This paper introduces the likelihood method for decision under uncertainty. The method allows the qu...
Operating and interacting in an environment requires the ability to manage uncertainty and to choose...
Decision-making under uncertainty is an important area of study in numerous disciplines. The variety...
Quantitative risk assessments are an integral part of risk-informed regulation of current and future...
This paper presents a new axiomatic decision theory for choice under uncertainty. Unlike Bayesian de...
Recent advances in decision making have incorporated both risk and ambiguity in decision theory and ...
This paper presents a decision theory which allows subjects to account for the uncertainties of thei...
Uncertainty is a pervasive feature of many models in a variety of fields, from computer science to e...
International audienceThe goal of this chapter is to provide a general introduction to decision maki...
Decision analytic models used for health technology assess-ment are subject to uncertainties. These ...
The decision making (DM) problem is of great practical value in many areas of human activities. Most...
An important issue in risk analysis is the distinction between epistemic and aleatory uncertainties....