基于灵敏度的CVA计算方法

A. Reghai, Othmane Kettani
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引用次数: 1

摘要

次贷危机以来,交易对手信用风险和错误路径风险一直是信用衍生品价值评估和风险管理的关键问题。对于不包括简单的普通产品的投资组合,计算CVA可能是一项相当艰巨的任务。在这项工作中,我们提出了一个全面的方法来模拟CVA和错误的方式风险的股票投资组合。这种方法是基于暴露的一阶近似,使我们能够推导出CVA的封闭形式公式。错误方式风险是通过一个高斯联结模型来建模的,该模型将交易对手的违约与基础投资组合联系起来。我们在两种不同信用风险情景下的两个投资组合上测试了我们的模型,并分析了得到的结果。特别是,我们展示了如何以一种计算上吸引人的方式检索理论CVA。本文还讨论了与错误路径风险建模有关的高斯Copula的一些有趣性质。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A Sensitivity Based Approach for CVA Computation
Since the sub-prime crisis, counterparty credit risk and Wrong Way Risk are a crucial issue in connection with valuation and risk management of credit derivatives. For portfolios comprising other than simple vanilla products, calculating CVA could be a rather daunting task. In this work, we present a comprehensive approach to model CVA and Wrong Way Risk for equity portfolios. This approach is based on a first order approximation of exposures that allows us to derive closed-form formulas for CVA. Wrong Way risk is modeled through a Gaussian copula that connects default of the counterparty to the underlying portfolio.We test our model on two portfolios in two different credit risk scenarios and analyze the results obtained. In particular, we show how we retrieve the theoretical CVA in a computationally appealing manner. Some interesting properties of the Gaussian Copula related to Wrong Way Risk modeling are also discussed in the paper.
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