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Multi-parameter Portfolio Selection Model with Some Novel Score-Deviation Under Dual Hesitant Fuzzy Environment

机译:多参数投资组合选择模型与双犹豫不决的模糊环境下的一些新型分数偏差

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摘要

In risk investment, investors have to rely on uncertain information when it is difficult to obtain enough precise data. Dual hesitant fuzzy set (DHFS) is more applicable to deal with uncertain information because it involves membership degrees and non-membership degrees, which can validly describe positive and negative information, respectively. Although there has been research on decision-making based on the DHFS, the focus still remains on ranking the alternatives and choosing the best one, which cannot help investors to find the optimal portfolios. Therefore, to solve this problem, we mainly propose two novel portfolio selection models based on the DHFS in this paper. Firstly, we propose a Max-score dual hesitant fuzzy portfolio selection model with information preference (Model 3) for investors focusing on returns regardless of risks. Secondly, to consider the risks of portfolios, we improve Model 3 and develop a score-deviation dual hesitant fuzzy portfolio selection model with information preference and risk appetite (Model 5). Finally, a case study is conducted to highlight the effectiveness of the proposed models. A detailed sensitivity analysis and an efficient frontier analysis show that Model 5 can validly capture investors' information preferences and risk appetites. Furthermore, compared with the hesitant fuzzy portfolio model, Model 5 can offer more options to the investors with different information preferences.
机译:在风险投资中,当难以获得足够的精确数据时,投资者必须依赖不确定的信息。双重犹豫模糊套装(DHFS)更适用于处理不确定的信息,因为它涉及会员度和非征收度,可以分别有效地描述正面和负面信息。虽然已经基于DHF的决策研究,但焦点仍然是排名替代品并选择最好的一个,这无法帮助投资者找到最佳的投资组合。因此,为了解决这个问题,我们主要提出了基于本文DHFS的两种新颖的产品组合选择模型。首先,我们提出了一个最大分数的双重犹豫模糊组合选择模型,具有信息偏好(型号3),专注于返回的返回,无论风险如何。其次,要考虑投资组合的风险,我们改善了第3型,并开发了一种具有信息偏好和风险胃口的分数偏差双估量模糊组合选择模型(型号5)。最后,进行了案例研究以突出所提出的模型的有效性。详细的敏感性分析和高效的前沿分析表明,模型5可以有效地捕获投资者的信息偏好和风险偏好。此外,与犹豫不决的模糊组合模型相比,模型5可以为投资者提供更多信息偏好。

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