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Two Possibilistic Mean-Variance Models for Portfolio Selection

机译:用于组合选择的两个可能性均值模型

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In this paper, we discuss the portfolio selection problem in a fuzzy uncertain environment. Based on the two different definitions of crisp possibilistic variances of a fuzzy number A, Var(A) and Var(A), introduced by Carlsson and Zhang respectively, the fuzzy portfolio selection problem is studied in this paper. Firstly, some properties as in probability theory based on the Carlsson's and Zhang's notations are discussed. Secondly, two possi-bilistc mean-variance models for portfolio selection are proposed, in which the possibilistic mean value of the return is termed measure of investment return, the possibilistic variance of the return is termed measure of investment risk. At last, a numerical example is given to illustrate our proposed approaches.
机译:在本文中,我们讨论了模糊不确定环境中的投资组合选择问题。基于Carlsson和Zhang引入的模糊数A,VAR(A)和VAR(A)的脆弱数量的两个不同定义,本文研究了模糊组合选择问题。首先,讨论了基于Carlsson和Zhang符号的概率理论中的一些属性。其次,提出了两种可能性化合物选择的平均差异模型,其中返回的可能性平均值被称为投资回报的衡量标准,回报的可能性方差被称为投资风险的衡量标准。最后,给出了数值例子来说明我们提出的方法。

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