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Implementation of an Extended Fuzzy VIKOR Method Based on Triangular and Trapezoidal Fuzzy Linguistic Variables and Alternative Deffuzification Techniques

机译:基于三角形和梯形模糊语言变量和替代模糊化技术的扩展模糊VIKOR方法的实现

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摘要

Many Multi-Criteria Decision Making (MCDM) problems contain information about the criteria and/or the alternatives that is either unquantifiable or incomplete. Fuzzy set theory has been successfully combined with MCDM methods to deal with imprecision. The fuzzy VIKOR method has been successfully applied in such problems. There are many extensions of this method; some of them utilize triangular fuzzy numbers, while others use trapezoidal fuzzy numbers. In addition, there are many defuzzification techniques available that are used in different variants. The use of each one of these techniques can have a substantial impact on the output of the fuzzy VIKOR method. Hence, we extend the fuzzy VIKOR method in order to allow the use of several defuzzification techniques. In addition, we allow the use of both triangular and trapezoidal fuzzy numbers. In this paper, we also present the implementation of a web-based decision support system that incorporates the fuzzy VIKOR method. Finally, an application of the fuzzy VIKOR method on a facility location problem is presented to highlight the key features of the implemented system.
机译:许多多准则决策(MCDM)问题都包含有关准则和/或备选方案的信息,这些信息是无法量化或不完整的。模糊集理论已经成功地与MCDM方法相结合来处理不精确性。模糊VIKOR方法已成功应用于此类问题。该方法有许多扩展;其中一些使用三角模糊数,而其他一些则使用梯形模糊数。另外,有许多可用的反模糊化技术可用于不同的变体中。这些技术中的每一种的使用都会对模糊VIKOR方法的输出产生重大影响。因此,我们扩展了模糊VIKOR方法,以允许使用几种解模糊技术。此外,我们允许同时使用三角形和梯形模糊数。在本文中,我们还介绍了结合模糊VIKOR方法的基于Web的决策支持系统的实现。最后,提出了模糊VIKOR方法在设施选址问题上的应用,以突出所实现系统的关键特征。

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