在风险平价框架中引入全球期限结构

Lauren Stagnol
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引用次数: 0

摘要

本文旨在利用主要债券发行国的期限结构构建全球风险模型。目标有两个:首先,这可以量化全球利率风险(水平、斜率和曲率效应),提供对全球风险的见解。其次,这些信息可以用于在风险平价框架中设计主权债券指数,其中每个国家对全球利率风险的敏感性都被考虑在内。更具体地说,我们提出了两种创新的指数方案,第一个是我们平衡各国对全球水平风险敞口的贡献,第二个是我们转向一个国家内的水平、斜率和曲率风险敞口。事实上,在国家层面上,只有平行(水平)风险是重要的,而当转向一个国家内的成熟度桶时,必须考虑非平行风险(斜率和曲率)。最后,我们证明了这两种方法的结合使用可以有效地应对全球利率风险,同时在风险回报方面提供了有吸引力的改进。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Introducing Global Term Structure in a Risk Parity Framework
In this paper, we aim at constructing a global risk model using the term structure from major bond-issuing countries. The goal is twofold: first this allows quantifying global interest rate risk (level, slope and curvature effects), providing insights on global risks at play. Secondly, such information could be used in order to design sovereign bond indexes in a risk parity framework where each country's sensitivity to global interest risk is accounted for. More specifically, we propose two innovative indexing schemes, a first one where we equalize contribution to global level risk exposures across countries, and a second one where we turn to level, slope and curvature risk exposures within a country. Indeed at the country level, only parallel (level) risk matters, while when turning to maturity buckets within a country, non parallel risks (slope and curvature) have to be accounted for. Finally, we demonstrate that the conjunctive use of these two approaches allows to efficiently tackle exposure to global interest rate risk while providing appealing improvements in the risk-return profile.
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