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A test for the global minimum variance portfolio for small sample and singular covariance

机译:小样本和奇异协方差的全局最小方差组合的检验

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摘要

Recently, a test dealing with the linear hypothesis for the global minimum variance portfolio weights was obtained under the assumption of non-singular covariance matrix. However, the problem of potential multicollinearity and correlations of assets constitutes a limitation of the classical portfolio theory. Therefore, there is an interest in developing theory in the presence of singularities in the covariance matrix. In this paper, we extend the test by analyzing the portfolio weights in the small sample case with a singular population covariance matrix. The results are illustrated using actual stock returns and a discussion of practical relevance of the model is presented.
机译:最近,在非奇异协方差矩阵的假设下,获得了一个针对全局最小方差投资组合权重的线性假设的检验。但是,潜在的多重共线性和资产相关性问题构成了经典投资组合理论的局限。因此,在协方差矩阵中存在奇异性的情况下发展理论很有兴趣。在本文中,我们通过使用奇异总体协方差矩阵分析小样本案例中的投资组合权重来扩展检验。使用实际的股票收益率来说明结果,并对模型的实际相关性进行讨论。

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