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Systemic risk allocation using the asymptotic marginal expected shortfall

机译:系统风险分配使用渐近边际预期的缺口

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This paper defines asymptotic marginal expected shortfall (AMES) for banks within a financial system and provides corresponding estimation method based on multivariate extreme value theory. The estimation method does not assume a specific dependence structure among bank equity returns. Both theoretical AMES and the estimator possess additive property and thus can serve as a tool to allocate system-wide risk to individual institutions. We apply the AMES to 30 global systemically important financial institutions (G-SIFIs). We show that the AMES outperforms the MES in predicting extreme losses during extreme systemic events. By taking the AMES as the reference point for allocating systemic risk to individual institutions, we show that an allocation according to simple bank characteristics such as size and individual risk can be imperfect. The allocation unfairness of individual risk or size across all the G-SIFIs has increased since 2008.(c) 2021 The Author(s). Published by Elsevier B.V. This is an open access article under the CC BY license ( http://creativecommons.org/licenses/by/4.0/ )
机译:本文在金融体系内为银行定义了渐近边际预期短缺(AME),并提供了基于多变量极值理论的相应估计方法。估计方法不认为银行权益返回之间的特定依赖结构。理论上的AME和估算器都具有添加剂性质,因此可以作为为各个机构分配系统范围内风险的工具。我们将AMES申请到30个全球全球重要的金融机构(G-SIFIS)。我们展示了AME在极端全身事件期间预测极端损失方面表明了MES。通过将AME作为参考点作为为个人机构分配系统风险的参考点,我们表明根据简单的银行特征,如尺寸和个人风险的简单银行特征可能是不完善的。自2008年以来,所有G-SIFIS的个人风险或规模的配置不公平增加。(c)2021年提交人。由elsevier b.v发布。这是CC下的开放式访问文章(http://creativecommons.org/licenses/by/4.0/)

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