Analysing uncertainties: Towards comparing Bayesian and interval probabilities%26apos;

作者：Blockley David^*

来源：Mechanical Systems and Signal Processing, 2013, 37(1-2): 30-42.

DOI：10.1016/j.ymssp.2012.05.007

• Uncertainty
• Probability
• Incompleteness
• Imprecision
• Bayes theorem

Two assumptions, commonly made in risk and reliability studies, have a long history. The first is that uncertainty is either aleatoric or epistemic. The second is that standard probability theory is sufficient to express uncertainty. The purposes of this paper are to provide a conceptual analysis of uncertainty and to compare Bayesian approaches with interval approaches with an example relevant to research on climate change. The analysis reveals that the categorisation of uncertainty as either aleatoric or epistemic is unsatisfactory for practical decision making. It is argued that uncertainty emerges from three conceptually distinctive and orthogonal attributes FIR i.e., fuzziness, incompleteness (epistemic) and randomness (aleatory). Characterisations of uncertainty, such as ambiguity, dubiety and conflict, are complex mixes of interactions in an FIR space. To manage future risks in complex systems it will be important to recognise the extent to which we %26apos;don%26apos;t know%26apos; about possible unintended and unwanted consequences or unknown-unknowns. In this way we may be more alert to unexpected hazards. The Bayesian approach is compared with an interval probability approach to show one way in which conflict due to incomplete information can be managed.

• 出版日期2013-6