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在论述已有集团序应用论文的基础上,提出离差度B值的选择会影响到集团排序的结果.进而依赖于正态分布的思想,提出以高斯函数确定B值的方法.这种方法的提出不仅保证了已有方法的主观性思想,还从客观上提供了排序结果横向比较的可能性.最后,以已有数据为基础,验证了方法的科学性和有效性.研究内容不仅丰富了集团序的研究成果,也为集团序的进一步研究提供了新的研究空间和研究内容.
Based on the discussion of existing applications of group order, this paper proposes that the choice of dispersion degree B value will affect the result of group ordering, and then relies on the idea of normal distribution to propose a method of determining the value of B by Gaussian function. Not only guarantees the subjectivity of the existing methods, but also objectively provides the possibility of horizontal comparison of ranking results.Finally, based on the existing data, the method is proved to be scientific and effective.The content of the research is not only rich The research results of the group order also provide new research space and research content for the further research of the group order.