收益与波动对国际股票市场相关性的非对称影响

A. Taamouti, Georges Tsafack
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引用次数: 5

摘要

在市场动荡期间,股票收益之间的相关性如何表现,一直是国际金融文献中讨论的问题。一些研究表明,在不稳定时期,相关性会增加[Ang和Bekaert, 2002],而另一些研究则认为相关性是稳定的[Forbes和Rigobon, 2002]。本文研究了收益率和波动性对国际股票市场相关性的影响。我们的目标是确定相关性中是否存在任何不对称,并确定这种不对称的主要解释。在自回归模型的框架内,我们使用广义脉冲响应函数量化了收益、波动性和相关性之间的关系,并测试了收益-相关性和波动性-相关性关系中的不对称性。我们还研究了这些不对称效应对最优国际投资组合的影响。利用美国、加拿大、英国和法国股指的每周数据得出的实证证据表明,在不考虑回报效应的情况下,波动性对相关性的影响是不对称的。在市场上行期间,波动性对相关性的影响似乎比在下行期间更大。然而,一旦引入收益效应,波动性对相关性的不对称影响就消失了。这些观察结果表明,波动性和相关性之间的关系是一种关联,而不是因果关系。相关性的强烈增加是由市场方向和回报水平驱动的,而不是波动水平。这些结果证实了一些不对称的波动性相关和收益相关关系的测试在单独的模型,然后在一个联合模型。最后,我们发现,考虑到收益对相关性的不对称影响,最优国际多元化的平均财务收益在3.35至37.25个基点之间。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Asymmetric Effects of Return and Volatility on Correlation between International Equity Markets
How the correlation between equity returns behaves during market turmoils has been an issue of discussion in the international finance literature. Some research suggest an increase of correlation during volatile periods [Ang and Bekaert, 2002], while others argue its stability [Forbes and Rigobon, 2002]. In this paper, we study the impact of returns and volatility on correlation between international equity markets. Our objective is to determine if there is any asymmetry in correlation and identify the main explanation for this asymmetry. Within a framework of autoregressive models we quantify the relationship between return, volatility, and correlation using the generalized impulse response function and we test for the asymmetries in the return-correlation and volatility-correlation relationships. We also examine the implications of these asymmetric effects for the optimal international portfolio. Empirical evidence using weekly data on US, Canada, UK, and France equity indices, show that without taking into account the effect of return, there is an asymmetric impact of volatility on correlation. The volatility seems to have more impact on correlation during market upturn periods than during downturn periods. However, once we introduce the effect of return, the asymmetric impact of volatility on correlation disappears. These observations suggest that, the relation between volatility and correlation is an association rather than a causality. The strong increase in the correlation is driven by the market direction and the level of return rather than the level of the volatility. These results are confirmed using some tests of the asymmetry in volatility-correlation and return-correlation relationships in separate models and then in a joint model. Finally, we find that taking into account the asymmetric effect of return on correlation leads to an average financial gain ranged between 3.35 and 37.25 basis points for optimal international diversification.
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