上生三次模糊集的相似性度量:例子和可能性

None S. Anitha, None A. Francina Shalini
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引用次数: 0

摘要

模糊集、直观模糊集和中性集是对生源集的扩展,其中元素以属性的数量来表征,每个属性可以取多个值。为了获得更高的准确性和更精确的排除,在每个属性和主导属性的值之间指定一个矛盾或不相似的程度。上生三次模糊集是上生三次集和模糊集的组合。解决模式识别和聚类分析问题的关键工具是相似性度量。在这项研究中,我们描述并研究了(z≡F), (z≡IF)和(z≡N)的两个上生三次模糊集(PCVSs)之间的相似性。并举例说明了模式识别应用问题中的相似性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Similarity Measure of Plithogenic Cubic Vague Sets: Examples and Possibilities
The crisp, fuzzy, intuitionistic fuzzy, and neutrosophic sets are the extension of the plithogenic set, in which elements are characterized by the number of attributes and each attribute can assume many values. To achieve more accuracy and precise exclusion, a contradiction or dissimilarity degree is specified between each attribute and the values of the dominating attribute. A plithogenic cubic vague set is a combination of a plithogenic cubic set and a vague set. The key tool for resolving problems with pattern recognition and clustering analysis is the similarity measure. In this research, we characterize and investigate the similarities between two Plithogenic Cubic Vague sets (PCVSs) for (z≡F), (z≡IF) and (z≡N). Also, examples are given to examine similarities in the pattern recognition application problems.
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