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Presenting Results from Model Based Studies to Decision‐Makers: Can Sensitivity Analysis Be a Defogging Agent?
Author(s) -
Saltelli Andrea,
Tarantola Stefano,
Chad Karen
Publication year - 1998
Publication title -
risk analysis
Language(s) - English
Resource type - Journals
SCImago Journal Rank - 0.972
H-Index - 130
eISSN - 1539-6924
pISSN - 0272-4332
DOI - 10.1111/j.1539-6924.1998.tb01122.x
Subject(s) - decision maker , variance (accounting) , decomposition , sensitivity (control systems) , uncertainty quantification , uncertainty analysis , computer science , set (abstract data type) , transparency (behavior) , variance decomposition of forecast errors , partition (number theory) , sensitivity analysis , mathematical optimization , operations research , econometrics , mathematics , machine learning , engineering , simulation , economics , ecology , accounting , computer security , combinatorics , electronic engineering , biology , programming language
The motivation of the present work is to provide an auxiliary tool for the decision‐maker (DM) faced with predictive model uncertainty. The tool is especially suited for the allocation of R&Dresources. When taking decisions under uncertainties, making use of the output from mathematical or computational models, the DM might be helped if the uncertainty in model predictions be decomposed in a quantitative‐rather than qualitativefashion, apportioning uncertainty according to source. This would allow optimal use of resources to reduce the imprecision in the prediction. For complex models, such a decomposition of the uncertainty into constituent elements could be impractical as such, due to the large number of parameters involved. If instead parameters could be grouped into logical subsets, then the analysis could be more useful, also because the decision maker might likely have different perceptions (and degrees of acceptance) for different kinds of uncertainty. For instance, the decomposition in groups could involve one subset of factors for each constituent module of the model; or one set for the weights, and one for the factors in a multicriteria analysis; or phenomenological parameters of the model vs. factors driving the model configuratiodstructure aggregation level, etc.); finally, one might imagine that a partition of the uncertainty could be sought between stochastic (or aleatory) and subjective (or epistemic) uncertainty. The present note shows how to compute rigorous decomposition of the output's variance with grouped parameters, and how this approach may be beneficial for the efficiency and transparency of the analysis.