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Factor-adjusted multiple testing of correlations

机译:因子调整后的多重相关性

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Both global and multiple testing procedures have previously been proposed to untangle the correlation structures among high-dimensional data. In this article, we extend the results of both tests to learn the correlations of the factor-adjusted residuals in an approximate factor model, which can be used to simultaneously detect the highly matched pairs of stocks in finance. The factor-adjusted residuals are not observed and estimated using the method of principal components. We theoretically investigate the effects of estimating the factor-adjusted residuals on the subsequent global and multiple testing procedures. Furthermore, we demonstrate that the correlation structure of the factor-adjusted residuals can be recovered if appropriate thresholds are used in the proposed multiple testing procedure. Extensive simulation studies and a real data analysis are presented in which the proposed method is applied to select stock pairs in China's stock market. (C) 2018 Elsevier B.V. All rights reserved.
机译:先前已经提出了全局和多个测试程序,以解除高维数据之间的相关结构。在本文中,我们延长了两种测试的结果,以了解近似因子模型中因子调整后的残差的相关性,其可用于同时检测高度匹配的金融股份。使用主组件的方法未观察到因子调整后的残差。理论上,从理论上调查估算因子调整后残留对随后的全局和多次测试程序的影响。此外,我们证明,如果在所提出的多个测试程序中使用适当的阈值,则可以恢复因子调整后的残差的相关结构。提出了广泛的模拟研究和实际数据分析,其中提出的方法适用于在中国股市中选择库存对。 (c)2018 Elsevier B.v.保留所有权利。

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