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Fuzzy Chance-Constrained Multiobjective Portfolio Selection Model

机译:模糊机会约束的多目标投资组合选择模型

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This paper addresses the problem of portfolio selection with fuzzy parameters from a perspective of chance-constrained multiobjective programming. The key financial criteria used here are conventional, namely, return, risk, and liquidity; however, we use short- and long-term variants of return rather than a single measure of an investor’s expectations in respect thereof. The proposed model aims to achieve the maximal return (short term as well as long term) and liquidity of the portfolio. It does so at a credibility, which is no less than the confidence levels defined by the investor. Further, to capture uncertain behavior of the financial markets more realistically, fuzzy parameters used here are such as those characterized by general functional forms. To solve the problem, we rely on a specially developed algorithm that hybridizes fuzzy simulation and real-coded genetic algorithm. Numerical experiments are included to showcase the applicability and efficiency of the model in a real investment environment.
机译:本文从机会约束多目标规划的角度解决了模糊参数下的证券投资组合选择问题。这里使用的关键财务标准是常规的,即收益,风险和流动性。但是,我们使用短期和长期回报率,而不是对投资者期望的单一衡量标准。提出的模型旨在实现投资组合的最大收益(短期和长期)和流动性。这样做的信誉不低于投资者定义的信心水平。此外,为了更现实地捕捉金融市场的不确定行为,此处使用的模糊参数例如具有一般功能形式的参数。为了解决该问题,我们依赖于一种特殊开发的算法,该算法将模糊模拟与实编码遗传算法混合在一起。包括数值实验,以展示该模型在实际投资环境中的适用性和效率。

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