Conditional Fixed Income Correlations: Skews and Straddles

Zava Aydemir
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引用次数: 2

Abstract

We apply extreme value and copula theory to estimate conditional correlations of various pairs of US fixed-income assets. This framework is applied to both co-movements of fixed-income assets, and cross-movements of fixed-income assets where one, typically flight-to-quality, asset strongly outperforms and the other, typically a risky spread product, strongly underperforms. Our results show that for co-movements between risky spread products the correlation structure resembles a straddle where conditional correlations monotonically increase both with increased market stress and with increased market rallies. This finding stands in contrast to the correlation patterns found in international equity markets and hedge fund strategies for which the correlation structure has the shape of a skew with increased correlations under extreme market stress and zero correlations during risk-on episodes. We also find this skew shape in the correlations between US fixed-income assets when we estimate conditional correlations for cross-movements with a flight-to-quality asset performing strongly during periods of stress and risky spread products considerably widen. Under these conditions, conditional correlations are very negative, but monotonically fade with market recoveries to eventually become zero during risk-on episodes. TOPICS: Fixed-income portfolio management, tail risks, statistical methods Key Findings • This study presents the first analysis of extreme value and copula theory applied to correlations estimations of various pairs of fixed-income assets conditioned on market sentiment. This method is immune to small sample biases present in subsampling methods. • Our results show for co-movements between risky spread products that the correlation structure resembles a straddle, where conditional correlations monotonically increase with increasing market stress and increasing market rallies. This finding is novel and contrasts patterns observed in equity markets. • We find a skew shape in conditional correlations in fixed-income markets between flight-to-quality assets and risky spread products in cross-movements. Conditional correlations are very negative during periods of stress but monotonically fade with market recoveries.
条件固定收益相关性:倾斜和跨界
我们应用极值和copula理论来估计美国固定收益资产对的条件相关性。该框架既适用于固定收益资产的共同流动,也适用于固定收入资产的交叉流动,其中一种资产(通常是优质资产)表现强劲,而另一种资产,通常是风险价差产品,表现强劲。我们的结果表明,对于风险价差产品之间的共同运动,相关性结构类似于一个跨骑,其中条件相关性随着市场压力的增加和市场反弹的增加而单调增加。这一发现与国际股票市场和对冲基金策略中发现的相关性模式形成了对比,在极端市场压力下,相关性增加,而在风险发生期间,相关性为零。当我们估计交叉流动的条件相关性时,我们还发现美国固定收益资产之间的相关性存在这种偏斜形状,在压力时期,优质资产表现强劲,风险价差产品大幅扩大。在这些条件下,条件相关性是非常负的,但随着市场复苏而单调减弱,最终在风险发生期间变为零。主题:固定收益投资组合管理、尾部风险、统计方法关键发现•本研究首次分析了极值和copula理论,并将其应用于基于市场情绪的各种固定收益资产对的相关性估计。该方法不受子采样方法中存在的小样本偏差的影响。•我们的结果表明,对于风险价差产品之间的共同运动,相关性结构类似于跨骑,其中条件相关性随着市场压力的增加和市场反弹的增加而单调增加。这一发现是新颖的,并与股票市场中观察到的模式形成对比。•我们发现,在固定收益市场中,向优质资产的转移和交叉运动中的风险价差产品之间的条件相关性存在偏斜。条件相关性在压力时期是非常负的,但随着市场复苏而单调减弱。
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来源期刊
Journal of Fixed Income
Journal of Fixed Income Economics, Econometrics and Finance-Economics and Econometrics
CiteScore
1.10
自引率
0.00%
发文量
23
期刊介绍: The Journal of Fixed Income (JFI) provides sophisticated analytical research and case studies on bond instruments of all types – investment grade, high-yield, municipals, ABSs and MBSs, and structured products like CDOs and credit derivatives. Industry experts offer detailed models and analysis on fixed income structuring, performance tracking, and risk management. JFI keeps you on the front line of fixed income practices by: •Staying current on the cutting edge of fixed income markets •Managing your bond portfolios more efficiently •Evaluating interest rate strategies and manage interest rate risk •Gaining insights into the risk profile of structured products.
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