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Possibility theory and fuzzy logic applications to risk assessment problems

机译:可能性理论和模糊逻辑在风险评估中的应用

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In the process of the risk analysis is common to use the probability to determine the degree of occurrence of an event. In most cases the individuation of main factors of risk in an industrialized area is afflicts by great errors caused by the non complete knowledge either the behavior or the relations among the parameters involved. If the target is to reach a more precise description of phenomenon, we can use fuzzy sets to describe the parameters of the problem and fuzzy measures to growth the knowledge of the problem. The quantities that the Theory of Possibility employs are Necessity, Possibility, Belief and Plausibility; these, when the ignorance associated to a problem is zero, are equal to the classical probability; thus the substance of these quantifiers is to characterize a complex problem decreasing the uncertainty associated. When the uncertainty is zero, the problem isn't uncertain but only imprecise and the probability is enough for a complete description of the phenomenon. The paper will illustrate in which area of the industrial risk assessment, and related case studies the Possibility Theory can be applicate with advantage.
机译:在风险分析过程中,通常使用概率来确定事件的发生程度。在大多数情况下,由于不完全了解行为或所涉及参数之间的关系而导致的重大错误,使工业化地区的主要风险因素个体化。如果目标是对现象进行更精确的描述,则可以使用模糊集来描述问题的参数,并使用模糊量度来增长问题的知识。可能性理论运用的数量是必要性,可能性,信念和合理性。当与问题相关的无知为零时,这些等于经典概率;因此,这些量词的实质是表征一个复杂的问题,从而减少相关的不确定性。当不确定性为零时,问题并不是不确定的,而仅仅是不确定的,并且概率足以对现象进行完整的描述。本文将说明工业风险评估的哪个领域,以及相关的案例研究,可能性理论可以被有利地应用。

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