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A novel method for evaluating decision making units based on fuzzy sets type two

机译:基于第二类模糊集的决策单元评估新方法

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A review of previous studies reveals that recently definition of quality has been an important issue in capture of trade. Furthermore, because of the improvements in quality level of products and offering services as main causes of surpassing the rivals, it could be concluded that it would take a major contribution of market. Therefore, today the meaning of quality is developing as a public culture. Fuzzy set theory has been applied to many areas which need to manage vague data such as decision making, optimization, control and so on. In the decision analysis of the fuzzy environment fuzzy numbers need to be compared and discriminated with decision makers. Thus, in this paper researchers proposed a novel approach to evaluate fuzzy quantities based on interval valued. It combines the concept of geometric distance with areas and COG points of interval valued belonged to generalized trapezoidal fuzzy numbers. We also proposed an adjustment algorithm for interval valued fuzzy numbers. Finally some numerical Examples are represented.
机译:对先前研究的回顾表明,最近对质量的定义一直是捕获贸易中的重要问题。此外,由于产品质量水平的提高和提供服务超过竞争对手的主要原因,因此可以得出结论,这将对市场做出重大贡献。因此,今天,质量的含义正在发展为一种公共文化。模糊集理论已被应用于许多需要处理模糊数据的领域,例如决策,优化,控制等。在模糊环境的决策分析中,需要将模糊数与决策者进行比较和区分。因此,在本文中,研究人员提出了一种基于区间值来评估模糊量的新颖方法。它将几何距离的概念与面积和区间值的COG点相结合,该值属于广义梯形模糊数。我们还提出了区间值模糊数的调整算法。最后,给出了一些数值示例。

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