Financial Risk Meter based on Expectiles

Rui Ren, Meng-Jou Lu, Yingxing Li, W. Härdle
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引用次数: 1

Abstract

The Financial Risk Meter (FRM) is an established quantitative tool that, based on conditional Value at Risk (VaR) ideas, yields insight into the dynamics of network risk. Originally, the FRM has been composed via Lasso based quantile regression, but we here extend it by incorporating the idea of expectiles, thus indicating not only the tail probability but rather the actual tail loss given a stress situation in the network. The expectile variant of the FRM enjoys several advantages: Firstly, the multivariate tail risk indicator conditional expectile-based VaR (CoEVaR) can be derived, which is sensitive to the magnitude of extreme losses. Next, FRM index is not restricted to an index compared to the quantile based FRM mechanisms, but can be expanded to a set of systemic tail risk indicators, which provide investors with numerous tools in terms of diverse risk preferences. The power of FRM also lies in displaying the FRM distribution across various entities every day. Two distinct patterns can be discovered under high stress and during stable periods from the empirical results in the United States stock market. Furthermore, the framework is able to identify individual risk characteristics and to capture spillover effects in a network.
基于期望值的财务风险计量
金融风险计量(FRM)是一种成熟的定量工具,它基于条件风险价值(VaR)的思想,可以深入了解网络风险的动态。最初,FRM是通过基于Lasso的分位数回归组成的,但我们在这里通过纳入预期值的思想对其进行扩展,从而不仅表示尾部概率,还表示网络中给定应力情况下的实际尾部损失。FRM的目标变量具有以下几个优点:首先,可以推导出对极端损失程度敏感的多变量尾部风险指标——基于条件目标的VaR (CoEVaR);其次,与基于分位数的FRM机制相比,FRM指数不再局限于一个指数,而是可以扩展为一组系统性尾部风险指标,为投资者提供多样化风险偏好的多种工具。FRM的强大之处在于每天显示不同实体之间的FRM分布。从美国股票市场的实证结果来看,在高压力和稳定时期可以发现两种截然不同的模式。此外,该框架能够识别个体风险特征并捕捉网络中的溢出效应。
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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