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Quantifying uncertainty under a predictive, epistemic approach to risk analysis
Authors:S Apeland  T Aven  T Nilsen
Affiliation:1. Stavanger University College, P.O. Box 2557, Ullandhaug, 4091 Stavanger, Norway;2. RF — Rogaland Research, Stavanger, Norway;1. Institut des Neurosciences Cellulaires et Intégratives (INCI), CNRS UPR3212, 5 rue Blaise Pascal, 67084 Strasbourg, France;2. Neuroscience Institute, Department of Pharmacology and Toxicology, Morehouse School of Medicine, Atlanta, USA;1. Product Technology, Flat Products, Tata Steel, India;2. National Metallurgical Laboratory, CSIR, India;1. UBL, Université de Nantes, GeM, Institute for Research in Civil and Mechanical Engineering/Sea and Littoral Research Institute, CNRS UMR 6183/FR 3473, Nantes, France;2. Laboratoire d''Optimisation et Fiabilité en Mécanique des Structures (LOFIMS), INSA de Rouen, France;3. Université Clermont Auvergne, CNRS, Institut Pascal, Clermont-Ferrand, France;4. CENAREST, IRT, Libreville, Gabon
Abstract:Risk analysis is a tool for investigating and reducing uncertainty related to outcomes of future activities. Probabilities are key elements in risk analysis, but confusion about interpretation and use of probabilities often weakens the message from the analyses. Under the predictive, epistemic approach to risk analysis, probabilities are used to express uncertainty related to future values of observable quantities like the number of fatalities or monetary loss in a period of time. The procedure for quantifying this uncertainty in terms of probabilities is, however, not obvious. Examples of topics from the literature relevant in this discussion are use of expert judgement, the effect of so-called heuristics and biases, application of historical data, dependency and updating of probabilities. The purpose of this paper is to discuss and give guidelines on how to quantify uncertainty in the perspective of these topics. Emphasis is on the use of models and assessment of uncertainties of similar quantities.
Keywords:Risk analysis  Bayesian paradigm  Predictive approach  Uncertainty quantification  Expert judgements  Modelling
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