基于集成中性余弦算子的线性规划ANP-EDAS MCGDM策略选择反飞马软件

Baisakhi Banik, S. Alam, Avishek Chakraborty
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引用次数: 4

摘要

本文建立了余弦三角运算律(CTOL),在广义中性环境下构造了余弦三角中性加权平均算子(CT-NWA),并将其应用于多准则群决策(MCGDM)技术中,用于选择最佳的Anti-Pegasus软件。在本研究中,专家建议和公众意见很好地反映了印度政治、官僚和民主方面有争议的飞马问题。采用分析网络过程(ANP)和基于平均解距离(EDAS)策略的综合评价方法解决了这一问题。在此,我们利用线性规划(LP)模型优化了权重因子和决策者的分级值以及每个标准的子标准。最后,我们从各个方面进行了比较分析,以证明我们的结果的可靠性。
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A Novel Integrated Neutrosophic Cosine Operator Based Linear Programming ANP-EDAS MCGDM Strategy to Select Anti-Pegasus Software
In this paper, we have established Cosine Trigonometric Operational Law (CTOL) and constructed Cosine Trigonometric Neutrosophic Weighted Averaging (CT-NWA) operator in the domain of generalized neutrosophic environment, which has been endorsed in a Multi-Criteria Group Decision Making (MCGDM) technique to select the best Anti-Pegasus software. In this study, the expertize recommendations and public opinion are well taken in context of debatable Pegasus issue in the Indian political, bureaucratic and democratic aspects. The problem has been addressed and resolved by using the integrated methodology of Analytical Network Process (ANP) and Evaluation based on Distance from Average Solution (EDAS) strategies. Here, we have optimized the weight factors and the gradation values of the decision makers as well as the sub-criteria of each criterion using Linear Programming (LP) model. Finally, we have performed the comparative analysis from various aspects to justify the reliability of our results.
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