Pricing kth realization derivatives and collateralized debt obligation with multivariate Fréchet copula

被引:0
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作者
Zhijin Chen
Jingping Yang
Xiaoqian Wang
机构
[1] Peking University,Department of Financial Mathematics
[2] Peking University,LMEQF, Department of Financial Mathematics, Center for Statistical Science
[3] Nanjing Normal University,School of Mathematical Sciences, Institute of Mathematics, Institute of Finance and Statistics
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关键词
Multivariate Fréchet copula; realization derivative; order statistics; collateralized debt obligation (CDO); 91G40;
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摘要
Copula method has been widely applied to model the correlation among underlying assets in financial market. In this paper, we propose to use the multivariate Fréchet copula family presented in J. P. Yang et al. [Insurance Math. Econom., 2009, 45: 139–147] to price multivariate financial instruments whose payoffs depend on the kth realization of the underlying assets and collateralized debt obligation (CDO). The advantage of the multivariate Fréchet copula is discussed. Empirical study shows that such copula family gives a better fitting to CDO’s market price than Gaussian copula for some derivatives.
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页码:1419 / 1450
页数:31
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