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An Empirical Comparison of Different Two-Factor Models in the Context of Portfolio Optimisation

机译:不同双因子模型在投资组合优化背景下的实证比较

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The crisis linked to the COVID-19 and the uncertainty it generates in the unprecedented health, societal, economic and financial fields have had a strong impact on the stock markets. Indeed, in such a climate of very high uncertainty, it is to be expected that the excessive stock market price movements will continue, with both declines and technical rebounds, and that the resulting volatility will remain particularly high. In order to cope with this crisis, investors and portfolio managers must mobilize all portfolio selection strategies. In particular, portfolio management and construction are based on the concepts of return and risk. This couple has been at the center of all the concerns of managers and investors in portfolio optimization issues since the introduction of the mean-variance model by Markowitz [1], [2]. However, many studies have proposed different measures of risk to overcome the drawbacks of variance. The objective of this paper is to present and compare the portfolio compositions and performance of four different portfolio optimization models using different risk measures, including variance, Mean Absolute Deviation, Gini coefficient and Lower Partial Moments (LPM). The results of this study show that the Mean-Lower Partial Moments (MLPM) model outperforms other models. The Mean-Lower Partial Moments (MLPM) model is suitable for investors during the crisis period (COVID-19) in the Moroccan financial market.
机译:与Covid-19相关的危机以及在前所未有的健康,社会,经济和金融领域产生的不确定性对股票市场产生了强烈影响。实际上,在这种非常高的不确定性的气氛中,预计过度的股票市场价格变动将继续下降和技术篮板,并导致波动率仍然特别高。为了应对这一危机,投资者和投资组合管理人员必须动员所有投资组合选择策略。特别是,投资组合管理和建设基于回报和风险的概念。这对夫妇一直是管理者和投资者在投资组合优化问题中的所有关切的中心,因为Markowitz [1],[2]的平均方差模型引入。然而,许多研究提出了克服方差弊端的不同风险衡量标准。本文的目的是使用不同的风险措施,包括不同风险措施,包括方差,平均绝对偏差,基尼系数和较低部分时刻(LPM)的投资组合组合物和表现四种不同的产品组合优化模型的性能和性能。该研究的结果表明,平均偏矩(MLPM)模型优于其他模型。平均偏重的部分时刻(MLPM)模型适用于摩洛哥金融市场危机期间(Covid-19)的投资者。

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