首页|债券市场投资中的非线性相关结构分析

债券市场投资中的非线性相关结构分析

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股市波动幅度大,债券市场能否成为"避风港"?为帮助进入债券市场的投资者制定合理的投资策略,本文使用Copula函数并结合马尔科夫转换技术,对股市与债市间和债市中不同类型债券间非线性相关结构特征及其可能的时变性进行全面分析.基于不同频率数据的实证分析显示:股市与债市的日收益间几乎无明显关系,而周收益和月收益会体现出一定的负向关系,其相关结构具有尾部相关性特征;债券市场上不同类型债券间正向关系明显,频率越低的收益间相关程度越高,其相关结构体现出明显的非线性和时变性特征.
Would the bond market be a safer choice for Chinese investors when the stock markets are in turmoil? In order to provide advice for the investors attempting to enter into bond market, this paper employs Copula functions to analyze the nonlinear dependence structure between stock and bond markets, as well as the non-linear dependence structures between different bond types. The Markov switching technique is then used to explore the possible time-variety in these dependence structures. The empirical results show that, for daily returns, the relationship between stock and bond markets is rather weak. While for weekly and monthly returns, the two markets display a negative relationship, and the tail dependence exists in their dependence structure. In addition, on the bond market, there are obviously positive relationships between different bond types. Their dependence degrees tend to be higher for the returns with lower frequency, and their dependence structures are non-linear and time-varying. Our comprehensive analysis in this paper is quite valuable, especially when investors consider introducing bonds into their portfolios.

bond marketnon-linear dependence structureCopula function

范国斌、于翠婷、廖静池

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西南财经大学统计学院,四川 成都 611130

西南石油大学经济管理学院,四川 成都 610500

深圳证券交易所,广东 深圳 518038

债券市场 非线性相关结构 Copula函数

本研究受国家自然科学基金%%教育部人文社会科学研究基金%%自然科学基金

713011307167114413YJC79002416YJA79003871573033

2018

证券市场导报
深圳证券交易所综合研究所

证券市场导报

CSTPCDCSSCICHSSCD北大核心
影响因子:1.331
ISSN:1005-1589
年,卷(期):2018.(6)
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