Conservative Uncertainty Propagation in Environmental Risk Assessments
- 1 January 1995
- book chapter
- Published by ASTM International
- p. 97-110
- https://doi.org/10.1520/stp12686s
Abstract
Toxicological risk analysis is at a crossroads. The traditional approach using worst case analysis is widely regarded as fundamentally flawed since it yields conclusions that are often strongly biased and presumed hyperconservative. Probabilistic analysis using Monte Carlo simulation can yield overly optimistic conclusions when used without information about the correlation structure among variables. What is needed is a conservative methodology that makes no assumptions unwarranted by empirical evidence. To be conservative means both that the estimated risk is not systematically lower than the actual impact, but also that the uncertainty around the estimate is not narrower than justified by the available data. An appropriate methodology is dependency bounds analysis which computes bounds on the distributions for arithmetic operations on random variables when only their marginal distributions are known. Used in a risk analysis, it yields conservative results because it does not depend on knowledge about the correlation structure among all of the variables used in the analysis.Keywords
This publication has 12 references indexed in Scilit:
- The Effect of Neglecting Correlations When Propagating Uncertainty and Estimating the Population Distribution of RiskRisk Analysis, 1992
- Propagating Uncertainty in Ecological Risk Analysis Using Interval and Fuzzy ArithmeticPublished by Springer Nature ,1992
- Probabilistic arithmetic. I. Numerical methods for calculating convolutions and dependency boundsInternational Journal of Approximate Reasoning, 1990
- Human exposures to chemicals through food chains: an uncertainty analysisEnvironmental Science & Technology, 1989
- The perils of prudence: How conservative risk assessments distort regulationRegulatory Toxicology and Pharmacology, 1988
- Quantitative risk assessment: Qualms and questionsTeratogenesis, Carcinogenesis, and Mutagenesis, 1988
- ES&T Series: Cancer Risk Assessment. 3. Cancer dose-response extrapolationsEnvironmental Science & Technology, 1987
- Best-possible bounds for the distribution of a sum — a problem of KolmogorovProbability Theory and Related Fields, 1987
- USE OF POISSON REGRESSION MODELS IN ESTIMATING INCIDENCE RATES AND RATIOSAmerican Journal of Epidemiology, 1985
- Elicitation of Personal Probabilities and ExpectationsJournal of the American Statistical Association, 1971