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Applications of cluster analysis to the creation of perfectionism profiles: a comparison of two clustering approaches

机译:聚类分析在创建完美主义概况中的应用:两种聚类方法的比较

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Although traditional clustering methods (e.g., K-means) have been shown to be useful in the social sciences it is often difficult for such methods to handle situations where clusters in the population overlap or are ambiguous. Fuzzy clustering, a method already recognized in many disciplines, provides a more flexible alternative to these traditional clustering methods. Fuzzy clustering differs from other traditional clustering methods in that it allows for a case to belong to multiple clusters simultaneously. Unfortunately, fuzzy clustering techniques remain relatively unused in the social and behavioral sciences. The purpose of this paper is to introduce fuzzy clustering to these audiences who are currently relatively unfamiliar with the technique. In order to demonstrate the advantages associated with this method, cluster solutions of a common perfectionism measure were created using both fuzzy clustering and K-means clustering, and the results compared. Results of these analyses reveal that different cluster solutions are found by the two methods, and the similarity between the different clustering solutions depends on the amount of cluster overlap allowed for in fuzzy clustering.
机译:尽管传统的聚类方法(例如K均值)已被证明在社会科学中是有用的,但这种方法通常难以处理人口中的聚类重叠或模棱两可的情况。模糊聚类是许多学科中已经公认的方法,它为这些传统聚类方法提供了更灵活的替代方法。模糊聚类与其他传统聚类方法的不同之处在于,它允许案例同时属于多个聚类。不幸的是,模糊聚类技术在社会科学和行为科学中仍然相对较少使用。本文的目的是向当前相对不熟悉该技术的受众介绍模糊聚类。为了证明该方法的优势,使用模糊聚类和K-means聚类创建了常见完美主义度量的聚类解决方案,并将结果进行了比较。这些分析的结果表明,通过两种方法可以找到不同的聚类解,并且不同聚类解之间的相似性取决于模糊聚类中允许的聚类重叠量。

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