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A Preliminary Investigation of the Impact of Gaussian Versus t-Copula for Data Perturbation

机译:高斯与T-Copula对数据扰动影响的初步调查

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In this paper, we provide a preliminary investigation of t-copulas for perturbing numerical confidential variables. A perturbation approach using Gaussian copulas has been proposed earlier. However, one of the problems with the Gaussian copulas is that it does not preserve tail dependence. In this investigation, we show that the t-copula can be used effectively to provide all the benefits that a Gaussian copula provides and, in addition, maintain tail dependence as well. We illustrate this approach using two examples. We hope to perform a comprehensive investigation of this approach in the future.
机译:在本文中,我们为扰动数值机密变量提供了对T-Copulas的初步调查。先提出了使用高斯共涂的扰动方法。然而,高斯金融的问题之一是它不保留尾巴依赖。在这次调查中,我们表明T-Copula可以有效地使用,以提供高斯Copula提供的所有益处,以及还保持尾部依赖性。我们使用两个示例说明了这种方法。我们希望将来对这种方法进行全面调查。

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