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Interactive Pythagorean-hesitant fuzzy computational algorithm for multiobjective transportation problem under uncertainty

机译:不确定性下多目标运输问题的交互式毕达古哥兽犹豫不决计算算法

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摘要

Transportation problems inherently involve uncertainty in real life. The uncertain framework for optimization of transportation models depends on various aspects. Therefore the effective modeling and optimization configuration is needed to solve such transportation problems. In this study, we have considered a multiobjective transportation problem with fuzzy parameters and developed a new Pythagorean-hesitant fuzzy computational algorithm to solve the problem under uncertainty. The proposed approach is based on Pythagorean-hesitant fuzzy decision set which captures a set of possible values for membership and non-membership degrees of each objective function under the Pythagorean-hesitant fuzzy environment. To show the applicability and validity of the proposed approach a numerical example has been presented. The efficiency performance of the proposed approach has also been discussed along with the comparative study with other existing approaches.
机译:运输问题本质上涉及现实生活中的不确定性。优化运输模型的不确定框架取决于各个方面。因此,需要有效的建模和优化配置来解决这些运输问题。在这项研究中,我们考虑了一种模糊参数的多目标运输问题,并开发了一种新的毕达哥拉斯 - 犹豫不决的模糊计算算法来解决不确定性的问题。所提出的方法是基于毕达哥拉斯 - 犹豫不决的模糊决策集,其捕获了一系列可能的毕达哥拉斯州的模糊环境下的每个客观函数的成员资格和非隶属度的值。为了显示所提出的方法的适用性和有效性,已经提出了数值示例。拟议方法的效率绩效也与其他现有方法的比较研究一起讨论过。

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