Irreducible Risks of Hedging a Bond with a Default Swap

V. Kapoor, Jake Freeman
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Abstract

This paper analyzes the effectiveness of hedging a defaultable bond, that may not be at par, with a credit default swap (CDS) by quantifying the variance of the hedging errors and determining the optimal hedge ratio. The static hedging framework uses bond recovery and time to default, which are correlated, to calculate the variance of the hedging errors and the optimal hedge ratio for the bond-CDS trade. The results show that there are irreducible risks when hedging a defaultable bond with a CDS; these irreducible risks increase with the magnitude of the premium/discount of the bond and decrease as the correlation between default time and recovery increase. The results also show that the optimal hedging ratio was closer to the bond price than the par value of the bond. This paper provides a framework distinct from the risk neutral framework by transparently showing the residual risks and their drivers.
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用违约掉期对冲债券不可减少的风险
本文通过量化套期误差的方差和确定最优套期比率,分析了信用违约掉期(CDS)与非平价违约债券套期保值的有效性。静态套期框架利用债券回收率和违约时间这两个相互关联的指标,计算债券- cds交易的套期误差方差和最优套期比率。结果表明:用CDS对冲违约债券存在不可降低的风险;这些不可降低的风险随着债券溢价/贴现率的增大而增大,随着违约时间与回收之间相关性的增大而减小。结果还表明,最优套期保值比例更接近债券价格,而不是债券面值。通过透明地显示剩余风险及其驱动因素,本文提供了一个不同于风险中性框架的框架。
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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