协方差矩阵奇异情况下的最优投资组合

Optimal Mean-Variance Portfolio with Semi-Positive Variance-Covariance Matrix

  • 摘要: 本文讨论了在方差-协方差矩阵半正定条件下,Markowitz均值-方差最优投资组合模型的求解问题,利用主成分分析法得到了解析解,从而弥补了原模型的一个缺陷.

     

    Abstract: An approach based on principal component analysis is proposed for solving the problem of optimal portfolio in the case with semi-positive variance-covariance matrix. Analytic solution is obtained. This result fills up the gap of the original Markowitz’s model.

     

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