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Goodness-of-fit test for tail copulas modeled by elliptical copulas

机译:椭圆角镜模拟的尾部角镜拟合优度测试

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Modeling and estimating a tail copula play an important role in forecasting rare events. Due to their easy simulation, elliptical copulas have been employed in risk management. Recently, Kluppelberg, [Kluppelber, C., Kuhn. G., Peng, L., 2007. Estimating the tail dependence function of an elliptical distribution. Bernoulli 13 (1), 229-251; Kluppelberg, C., Kuhn, G., Peng, L., 2008. Semi-parametric models for the multivariate tail dependence function-the asymptotically dependent case. Scandinavian Journal of Statistics 35, 701-7 18] proposed to model a tail copula by an elliptical copula, which results in an explicit parametric model for the tail copula. In this paper. we propose a goodness-of-fit test for such a parametric model and some real data analyses show that this fitting cannot be rejected. Therefore we demonstrate the practical applicability of this model.
机译:建模和估计尾部系动在预测罕见事件中起重要作用。由于它们易于模拟,因此已在风险管理中采用了椭圆形系。最近,Kluppelberg,[Kluppelber,C。,库恩。 G.,Peng,L.,2007。估计椭圆分布的尾部依赖函数。伯努利13(1),229-251; Kluppelberg,C.,Kuhn,G.,Peng,L.,2008。多元尾部依赖函数的半参数模型(渐近依赖的情况)。斯堪的纳维亚统计杂志35,701-7 18]提出了通过椭圆孔形对尾孔形建模的模型,从而为尾孔形建立了明确的参数模型。在本文中。我们针对这种参数模型提出了拟合优度检验,并且一些实际数据分析表明这种拟合不能被拒绝。因此,我们证明了该模型的实际适用性。

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