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Probability-credibility health risk assessment under uncertain environment

机译:不确定环境下的概率-可信度健康风险评估

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摘要

The ability to describe variables in a health risk model through probability theory enables us to estimate human health risk. These types of risk assessment are interpreted as probabilistic risk assessment (PRA). Generally, PRA requires specific estimate of the parameters of the probability density of the input variables. In all circumstances, such estimates of the parameters may not be available due to the lack of knowledge or information. Such types of variables are treated as uncertain variables. These types of information are often termed uncertainty which are interpreted through fuzzy theory. The ability to describe uncertainty through fuzzy set theory enables us to process both random variable and fuzzy variable in a single framework. The method of processing aleatory and epistemic uncertainties into a same framework is coined as hybrid method. In this paper, we are going to talk about such type of hybrid methodology for human health risk assessment. Risk assessment on human health through different pathways of exposure has been attempted many a times combining Monte Carlo analysis and extension principle of fuzzy set theory. The emergence of credibility theory enables transforming fuzzy variable into credibility distribution function which can be used in those hybrid analyses. Hence, an attempt, for the first time, has been made to combine probability theory and credibility theory to estimate risk in human health exposure. This method of risk assessment in the presence of credibility theory and probability theory is identified as probabilistic-credibility method (PCM). The results obtained are then interpreted through probability theory, unlike the other hybrid methodology where the results are interpreted in terms of possibility theory. The results obtained are then compared with probability-fuzzy risk assessment (PFRA) method. Generally, decision under hybrid methodology is made on the index of optimism. An optimistic decision maker estimates from the -cut at 1, whereas a pessimistic decision maker estimates from the -cut at 0. The PCM is an optimistic approach as the decision is always made at alpha = 1.
机译:通过概率论描述健康风险模型中变量的能力使我们能够估计人类健康风险。这些类型的风险评估被解释为概率风险评估(PRA)。通常,PRA需要对输入变量的概率密度的参数进行特定估计。在所有情况下,由于缺乏知识或信息,可能无法获得此类参数估计值。此类变量被视为不确定变量。这些类型的信息通常称为不确定性,可以通过模糊理论进行解释。通过模糊集理论描述不确定性的能力使我们能够在单个框架中处理随机变量和模糊变量。将混合的不确定性和认知不确定性处理在同一框架中的方法被提出。在本文中,我们将讨论这种用于人类健康风险评估的混合方法。结合蒙特卡罗分析和模糊集理论的扩展原理,已经尝试过通过不同暴露途径对人体健康进行风险评估的许多次。可信度理论的出现使模糊变量转化为可信度分布函数,可用于这些混合分析。因此,首次尝试将概率论和可信度理论相结合来估计人类健康暴露的风险。在信誉理论和概率理论的存在下,这种风险评估方法被确定为概率可信度方法(PCM)。然后,通过概率论解释获得的结果,这与其他混合方法不同,后者是根据可能性论来解释结果。然后将获得的结果与概率模糊风险评估(PFRA)方法进行比较。通常,在混合方法论下的决策是基于乐观指数。乐观的决策者从-cut估计为1,而悲观的决策者从-cut估计为0。PCM是一种乐观的方法,因为决策总是在alpha = 1时做出。

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