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Computational Methods for Investment Portfolio: the Use of Fuzzy Measures and Constraint Programming for Risk Management

机译:投资组合的计算方法:模糊测度和约束规划在风险管理中的应用

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摘要

Computational intelligence techniques are very useful tools for solving problems that involve understanding, modeling, and analysis of large data sets. One of the numerous fields where computational intelligence has found an extremely important role is finance. More precisely, optimization issues of oneu27s financial investments, to guarantee a given return, at a minimal risk, have been solved using intelligent techniques such as genetic algorithm, rule-based expert system, neural network, and support-vector machine. Even though these methods provide good and usually fast approximation of the best investment strategy, they suffer some common drawbacks including the neglect of the dependence among among criteria characterizing investment assets (i.e. return, risk, etc.), and the assumption that all available data are precise and certain. To face these weaknesses, we propose a novel approach involving utility-based multi-criteria decision making setting and fuzzy integration over intervals.
机译:计算智能技术是解决涉及大型数据集的理解,建模和分析的问题的非常有用的工具。在计算智能中发现极其重要作用的众多领域之一是金融。更准确地说,已使用智能技术(例如遗传算法,基于规则的专家系统,神经网络和支持向量机)解决了财务投资的优化问题,以确保以最小的风险获得给定的回报。尽管这些方法提供了最佳投资策略的良好且通常是快速的近似值,但它们仍存在一些共同的缺点,包括忽略了表征投资资产的标准(即回报,风险等)之间的依赖性,以及所有可用数据的假设。精确而确定。面对这些弱点,我们提出了一种新颖的方法,包括基于效用的多准则决策制定和区间模糊集成。

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