基于风险的初始保证金模型的顺周期性研究

David Murphy, Michalis Vasios, Nicholas Vause
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引用次数: 57

摘要

衍生品投资组合的初始保证金要求通常是使用风险模型计算的。常见的风险模型是顺周期的:同一投资组合的保证金要求在市场紧张时较高,在市场平静时较低。这种顺周期性可能会造成流动性压力,因为提供保证金的各方必须寻找额外的流动资产,而这往往是在他们最难以做到的时候。因此,监管机构已经认识到,在对风险足够敏感的前提下,保证金模型不应“过度”顺周期。然而,顺周期性并没有标准的定义。本文提出了顺周期性的两种定量测量方法:一种是检查整个周期的边际变化,另一种是关注短期边际增长。然后,它研究,使用历史和模拟数据,关于风险敏感性和拟议的顺周期性措施的各种保证金模型。研究发现,通过常见风险敏感性测试的模型可能具有非常不同的顺周期性水平。本文建议ccp和主要经销商应披露其利润模型的顺周期性特性,或许可以通过报告拟议的顺周期性措施来实现。这将有助于衍生品用户预测到潜在的追加保证金通知,并确保他们拥有足够的流动性资产。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
An Investigation into the Procyclicality of Risk-Based Initial Margin Models
The initial margin requirements for a portfolio of derivatives are typically calculated using a risk model. Common risk models are procyclical: margin requirements for the same portfolio are higher in times of market stress and lower in calm markets. This procyclicality can cause liquidity stress whereby parties posting margin have to find additional liquid assets, often at just the times when it is most difficult for them to do so. Hence regulation has recognised that, subject to being adequately risk sensitive, margin models should not be ‘overly’ procyclical. There is, however, no standard definition of procyclicality. This paper proposes two types of quantitative measure of procyclicality: one that examines margin variation across the cycle and one that focuses on short-term margin increases. It then studies, using historical and simulated data, various margin models with regard to both their risk sensitivity and the proposed procyclicality measures. It finds that models which pass common risk sensitivity tests can have very different levels of procyclicality. The paper recommends that CCPs and major dealers should disclose the procyclicality properties of their margin models, perhaps by reporting the proposed procyclicality measures. This would help derivatives users to anticipate potential margin calls and ensure they have adequate holdings of or access to liquid assets.
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