在多标准决策框架内评估标准权重系数的新方法:依靠指数曲线函数(MIEXCF)的影响进行测量

F. Altintaş
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引用次数: 0

摘要

在多标准决策制定(MCDM)领域,本研究引入了指数曲线影响测量法(MIEXCF),作为一种客观确定标准权重系数的新方法。MIEXCF 利用标准之间的指数曲线相互作用,旨在丰富 MCDM 文献。数据集包括从 19 个 20 国集团成员的全球创新指数(GII)评估中提取的标准值。结果表明,MIEXCF 能够客观地得出不同国家的标准权重。与其他方法(ENTROPY、CRITIC、SD、SVP、LOPCOW、MEREC)的比较分析进一步验证了 MIEXCF 的可信度、可靠性和稳定性。值得注意的是,模拟分析表明,MIEXCF 在确定标准权重和跨方案稳定性方面非常有效。总之,MIEXCF 是一种稳健的客观标准加权技术,为指数函数和更广泛的 MCDM 文献做出了重大贡献。
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A novel method for assessing the weight coefficients of criteria within the framework of multi-criteria decision-making: Measurement relying on the impacts of an exponential curve function (MIEXCF)
In the realm of multi-criteria decision making (MCDM), this study introduces the Measurement Relying on the Impacts of an Exponential Curve Function (MIEXCF) as a novel approach for objectively determining criteria weight coefficients. Utilizing exponential curve interactions among criteria, MIEXCF is designed to enrich the MCDM literature. The dataset comprises criterion values extracted from Global Innovation Index (GII) evaluations for 19 G20 members. Results demonstrate the efficacy of MIEXCF in objectively deriving criteria weights for diverse nations. Comparative analyses with other methods (ENTROPY, CRITIC, SD, SVP, LOPCOW, MEREC) further validate MIEXCF's credibility, reliability, and stability. Notably, the simulation analysis indicates MIEXCF's effectiveness in discerning criteria weights and stability across scenarios. In conclusion, MIEXCF stands out as a robust objective criterion weighting technique, offering substantial contributions to exponential functions and the broader MCDM literature.
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