A fractile optimisation approach for possibilistic programming problem in fuzzy random environment

N. Arbaiy, J. Watada
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引用次数: 1

Abstract

Real-life applications face simultaneously hybrid uncertainty namely fuzziness and randomness, or ambiguous and vague information that makes the existing decision-making model incapable of handling such uncertainties. This paper presents the possibilistic programming for decision-making using a fractile approach. Some real world problems are formulated as a necessity measure model to deal with the uncertainties, which come from vague aspiration and ambiguous coefficients. Thus, the proposed methodology is important in building the model and finding the solution. The vagueness and ambiguity are properly treated in the paper and the fractile approach is used to solve fuzzy linear programming problem. An illustrative example explains the proposed model. The analytical results of the proposed method reveal the improvement of conventional decision-making approaches to appropriately handle inherent uncertainties contained in the real world situation.
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模糊随机环境下可能性规划问题的分形优化方法
现实应用同时面临着混合不确定性,即模糊性和随机性,或者模糊和模糊的信息,使得现有的决策模型无法处理这种不确定性。本文提出了用分形方法求解决策的可能性规划问题。将一些现实问题表述为处理不确定性的必要度量模型,这些不确定性来自于模糊的期望和模糊的系数。因此,所提出的方法对于构建模型和找到解决方案非常重要。本文对模糊性和模糊性进行了适当的处理,并采用分形方法求解模糊线性规划问题。一个说明性的例子解释了所提出的模型。分析结果表明,该方法改进了传统的决策方法,可以适当地处理现实情况中包含的固有不确定性。
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