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首页> 外文期刊>Journal of ambient intelligence and humanized computing >Interval valued trapezoidal neutrosophic set: multi-attribute decision making for prioritization of non-functional requirements
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Interval valued trapezoidal neutrosophic set: multi-attribute decision making for prioritization of non-functional requirements

机译:间隔值梯形中性学集:非功能性要求优先考虑的多属性决策

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The paper discusses the trapezoidal fuzzy number (TrFN); interval-valued intuitionistic fuzzy number (IVIFN); neutrosophic set and its operational laws; and, trapezoidal neutrosophic set (TrNS) and its operational laws. Based on the combination of IVIFN and TrNS, an interval valued trapezoidal neutrosophic set (IVTrNS) is proposed followed by its operational laws. The paper also presents the score and accuracy functions for the proposed interval valued trapezoidal neutrosophic number (IVTrNN). Then, an interval valued trapezoidal neutrosophic weighted arithmetic averaging (IVTrNWAA) operator is introduced to combine the trapezoidal information which is neutrosophic and in the unit interval of real numbers. Finally, a method is developed to handle the problems in the multi attribute decision making (MADM) environment using IVTrNWAA operator followed by a numerical example of NFRs prioritization to illustrate the relevance of the developed method.
机译:本文讨论了梯形模糊数(TRFN);间隔的直觉模糊数(IVIFN);中性学套装及其运营法;而且,梯形中性学套装(TRNS)及其运营法。基于IVIFN和TRNS的组合,提出了间隔值梯形中性学料组(IVTRNS),然后进行其操作规律。本文还介绍了所提出的间隔值梯形中性学术(IVTRNN)的得分和准确性功能。然后,引入间隔值梯形中性增量算术平均(IVTRNWAA)操作员以将梯形信息组合,该梯形信息是中性学的和在实数的单位间隔中。最后,开发了一种方法来处理使用IVTRNWAA运算符的多属性决策(MADM)环境中的问题,然后是NFRS优先级的数字示例来说明开发方法的相关性。

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