An Assessment of Operational Loss Data and Its Implications for Risk Capital Modeling

Ruben D. Cohen
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引用次数: 7

Abstract

A mathematical method based on a special dimensional transformation is employed to assess operational loss data from a new perspective. The procedure, which is formally known as the Buckingham (Pi) Theorem, is used broadly in the field of experimental engineering to extrapolate the results of tests conducted on models to prototypes. When applied to the operational loss data considered in this paper, the approach leads to a seemingly universal trend underlying the resulting distributions regardless of how the data set is divided (e.g., by event type, business line, revenue band). This dominating trend, which appears to also acquire a tail parameter of 1, could have profound implications for how operational risk capital is computed.
经营损失数据的评估及其对风险资本建模的影响
采用一种基于特殊量纲变换的数学方法,从一个新的角度对运行损耗数据进行评估。这一程序的正式名称为白金汉(Pi)定理,广泛用于实验工程领域,将模型测试的结果推断为原型。当应用于本文所考虑的经营损失数据时,无论数据集如何划分(例如,按事件类型、业务线、收入范围),该方法都会得出一个看似普遍的分布趋势。这种占主导地位的趋势似乎也获得了一个尾部参数为1,这可能对如何计算操作风险资本产生深远的影响。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
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