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Pair copula constructions to determine the dependence structure of treasury bond yields

机译:配对copula构造以确定国债收益率的依存结构

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In this paper we estimated the dependence structure between Treasury bonds through a pair copula construction. To that effect, we used data from the US government Treasury bonds for 1-, 2-, 3-, 5-, 7- and 10-years of maturity. We verified that the daily yields presented a common evolution along the sample, with the variability of the yields decreasing when length of time taken for maturity of the bond increased. The yields presented strong dependence with past values. The bivariate associations between the daily variations of the yields were strongly positive and with associations in the tails. There was an absolute predominance of Student's t copula in the relationships between the bonds. The tail measures presented relevant values in most of the relationships, and were similar to the absolute one in almost all cases. The 7-year bond presented the greatest mean for Kendall's tau and tail measures, when we considered its relation with the other bonds.
机译:在本文中,我们通过一对copula构造估计了国债之间的依赖结构。为此,我们使用了来自美国政府国债的1年,2年,3年,5年,7年和10年期的数据。我们验证了日收益率在整个样本中呈现出共同的变化,随着债券到期所需时间的增加,收益率的变异性减小。收益率表现出对过去价值的强烈依赖。产量的日变化之间的双变量关联是强正相关的,并且与尾部的关联也很强。在债券之间的关系中,学生的t copula绝对占主导地位。尾部量度在大多数关系中都具有相关的值,并且在几乎所有情况下都与绝对值相似。当我们考虑到肯德尔的牛头和尾巴措施与其他债券的关系时,这笔7年期债券最大的意义是它。

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