A remark on some extensions of the mean-variance portfolio selection models

Enrico Moretto
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Abstract

Quantitative risk management techniques should prove their efficacy when financially turbulent periods are about to occur. Along the common saying “who needs an umbrella on a sunny day?”, a theoretical model is really helpful when it carries the right suggestion at the proper time, that is when markets start behaving hecticly. The beginning of the third decade of the 21st century carried along a turmoil that severely affected worldwide economy and changed it, probably for good. A consequent and plausible research question could be this: which financial quantitative approaches can still be considered reliable? This article tries to partially answer this question by testing if the mean-variance selection model (Markowitz [16], [17]) and some of his refinements can provide some useful hints in terms of portfolio management.
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关于均值-方差组合选择模型的一些扩展的评述
定量风险管理技术应该在金融动荡时期即将发生时证明其有效性。俗话说:“晴天谁需要雨伞?”,当理论模型在适当的时间(即市场开始活跃的时候)给出正确的建议时,它真的很有帮助。21世纪第三个十年的开始伴随着一场动荡,这场动荡严重影响了全球经济,并可能永远地改变了它。因此,一个合理的研究问题可能是:哪些金融定量方法仍然被认为是可靠的?本文试图通过检验均值-方差选择模型(Markowitz[16],[17])和他的一些改进能否在投资组合管理方面提供一些有用的提示,来部分回答这个问题。
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