A Quantile Monte Carlo Approach to Measuring Extreme Credit Risk

D. Allen, R. Boffey, R. Powell
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引用次数: 5

Abstract

We apply a novel Quantile Monte Carlo (QMC) model to measure extreme risk of various European industrial sectors both prior to and during the Global Financial Crisis (GFC). The QMC model involves an application of Monte Carlo Simulation and Quantile Regression techniques to the Merton structural credit model. Two research questions are addressed in this study. The first question is whether there is a significant difference in distance to default (DD) between the 50% and 95% quantiles as measured by the QMC model. A substantial difference in DD between the two quantiles was found. The second research question is whether relative industry risk changes between the pre-GFC and GFC periods at the extreme quantile. Changes were found with the worst deterioration experienced by Energy, Utilities, Consumer Discretionary and Financials; and the strongest improvement shown by Telecommunication, IT and Consumer goods. Overall, we find a significant increase in credit risk for all sectors using this model as compared to the traditional Merton approach. These findings could be important to banks and regulators in measuring and providing for credit risk in extreme circumstances.
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一种测量极端信用风险的分位数蒙特卡罗方法
我们应用一种新颖的分位数蒙特卡罗(QMC)模型来衡量全球金融危机(GFC)之前和期间各种欧洲工业部门的极端风险。QMC模型将蒙特卡罗模拟和分位数回归技术应用于默顿结构信用模型。本研究解决了两个研究问题。第一个问题是,在QMC模型测量的50%和95%分位数之间,违约距离(DD)是否存在显著差异。在两个分位数之间发现了DD的实质性差异。第二个研究问题是相对行业风险是否在全球金融危机前和全球金融危机期间的极端分位数之间发生变化。变化最严重的是能源、公用事业、非必需消费品和金融;电信、信息技术和消费品的改善最为明显。总体而言,我们发现与传统的默顿方法相比,使用该模型的所有部门的信用风险都显着增加。这些发现可能对银行和监管机构在极端情况下衡量和防范信贷风险具有重要意义。
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