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Fuzzy portfolio selection based on the analysis of efficient frontiers

机译:基于有效前沿分析的模糊组合选择

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We present an algorithm for analyzing the geometry of the efficient frontier of the portfolio selection problem with semicontinuous variable and cardinality constraints, and use it as a basis to solve a fuzzy version of the problem, designed to obtain efficient portfolios, in the Markowitz's sense, for which the trade-off between expected return and assumed risk fits better the investor's subjective criteria. We illustrate our proposal with an example solved with LINGO and Mathematica.
机译:我们提出了一种用于分析具有半连续变量和基数约束的投资组合选择问题的有效边界的几何的算法,并以此为基础来解决该问题的模糊版本,旨在获得Markowitz的有效投资组合,因此,预期收益与承担风险之间的权衡更适合投资者的主观标准。我们以LINGO和Mathematica解决的例子来说明我们的建议。

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