2018
DOI: 10.3390/su10020324
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Dependence Structures and Systemic Risk of Government Securities Markets in Central and Eastern Europe: A CoVaR-Copula Approach

Abstract: Abstract:In this study, we proposed a new empirical method by combining generalized autoregressive score functions and a copula model with high-frequency data to model the conditional time-varying joint distribution of the government bond yields between Poland/Czech Republic/Hungary, and Germany. Capturing the conditional time-varying joint distribution of these bond yields allowed us to precisely measure the dependence of the government securities markets. In particular, we found a high dependence of these go… Show more

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Cited by 11 publications
(9 citation statements)
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“…In turn, this reduces the diversification benefits available to investors. Monitoring the process of financial integration allows us to measure the economic interdependence, as well as to obtain the necessary information for investors [4,5]. According to authors of paper [6], it is clear that the nonextensibility of the share of alternative investments in the institutional investment portfolio may be due to the optimization of historical data.…”
Section: Methodological Foundationsmentioning
confidence: 99%
“…In turn, this reduces the diversification benefits available to investors. Monitoring the process of financial integration allows us to measure the economic interdependence, as well as to obtain the necessary information for investors [4,5]. According to authors of paper [6], it is clear that the nonextensibility of the share of alternative investments in the institutional investment portfolio may be due to the optimization of historical data.…”
Section: Methodological Foundationsmentioning
confidence: 99%
“…Copula研究了五个国家或地区股市与美国股市之间的相关结构, 并以尾部相关系数作为风险传染的度 10 F o r R e v i e w O n l y 中国科学: 数学 http://mathcn.scichina.com 中国科学 : 数学 评审中稿件 量。 在各国国债市场的系统性风险研究包括,Omachel和Rudolf [101] 采用动态Copula模型研究了欧 元区主权违约和汇率之间的系统性风险。对于Patton [34] 的时变Copula模型在系统性风险中应用做出 了重要贡献的是Reboredo和Ugolini [102],他们建立了二元Copula 函数与系统性风险的测度CoVaR之 间的关系,通过Patton [34] 的时变模型刻画Copula参数的动态性,并应用欧洲8 个国家和一个债务指 数数据,来研究2000-2012年间欧洲主权债务市场中的系统性风险。Reboredo和Ugolini [103] 以时变二 元Copula为基础构建动态藤Copula模型,并研究了希腊国债与欧洲金融系统之间风险传染。BenSaïda [104] 基于symmetrized Joe-Clayton (SJC)Copula构建了马尔可夫机制转换C-藤和D-藤模型,并将 该模型应用于分析欧元区与美国主权债务市场之间的传染效应。Lange等 [105] 将GAS 动态Copula模 型应用于国债收益率数据和CDS数据,以联合违约概率为测度研究了整个欧洲经济体系的系统性风 险。Yang等 [106] 采用GAS动态Copula 模型研究了中东欧三国和德国国债收益率之间的相关结构,并 以此刻画了各国之间的系统性风险溢出效应。…”
Section: 广义自回归得分(Gas)copula模型unclassified
“…Risk spillover intensity can be calculated by the change rate of CoVaR relative to VaR, so as to measure the risk spillover in extreme situations. Although it is directional, it is difficult to extend the risk spillover to multiple financial markets [41][42][43]. 5Fractal theory.…”
Section: Literature Reviewmentioning
confidence: 99%