Principal Component Analysis Technique for Finding the Best Applicant for a Job

Abbood M. Jameel, Q. Al-Salami
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Abstract

This paper focuses on the use of principal component analysis technique (PCA) in choosing the best applicant for a job in Cihan University-Erbil. Cihan University has a panel of judges (University staff) to help in choosing the applicants for a job by evaluating or rating each one on different scale of preference and different type of characteristics. This process usually creates complicated multivariate data structure, which consists of 25 applicants for a job rated by a panel of judges on 17 characteristics [25 rows, applicants, and 17 columns, characteristics]. PCA plays a crucial role in conducting impactful research as it offers a potent technique for analyzing multivariate data. Researchers can utilize this method to extract valuable information that aids decision-makers in problem-solving. To ensure the appropriateness of data for PCA, certain testing procedures are necessary. In this study, two tests, namely the Kaiser-Meyer-Olkin (KMO) Measure of Sampling Adequacy and Bartlett's Test of Sphericity, were performed, and their significance is vital. The findings indicate that the data employed in this research are suitable for PCA. Scoring and ranking procedures as extra tools were used to see that applicant No. (1) is the first accepted for a job, applicant No. (17) is the second, applicant No. (12) is the third, and so on.
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寻找最佳求职者的主成分分析技术
本文主要研究了主成分分析技术(PCA)在慈汉大学埃尔比勒分校择优应聘者中的应用。慈汉大学有一个评审小组(学校工作人员),通过对每个人的不同偏好和不同类型的特征进行评估或评级来帮助选择求职者。这个过程通常会创建复杂的多变量数据结构,其中包括25个申请人,由评审团根据17个特征(25行,申请人,17列,特征)对一个职位进行评分。PCA在进行有影响力的研究中起着至关重要的作用,因为它提供了一种分析多变量数据的有效技术。研究人员可以利用这种方法提取有价值的信息,帮助决策者解决问题。为了确保PCA数据的适当性,某些测试程序是必要的。在本研究中,进行了两个检验,即Kaiser-Meyer-Olkin (KMO)抽样充分性检验和Bartlett的球形性检验,它们的意义至关重要。研究结果表明,本研究使用的数据适用于主成分分析法。作为额外工具的评分和排名程序用于查看申请人编号。(1)是第一个被录用的,申请人编号:(17)是第二,申请人编号。(12)是第三,依此类推。
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