迪达大学电气工程专业本科生使用分类方法进行毕业分析的比较研究

Damar Wicaksono, Sapto Nisworo, Imam Adi Nata
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引用次数: 0

摘要

本研究旨在使用 K-Means 和聚类分类算法对提达大学电气工程专业学生的成绩因素进行分类。目的是了解是否有任何参数会影响成绩优秀学生的表现。印度尼西亚政府和私营部门为大学生提供了大量教育资金。学生奖学金主要根据平均学分绩点(GPA)和入学途径发放,这使得工作人员负担过重,并在向符合条件的受助人发放奖学金时造成混乱。因此需要建立一个系统来适应更多的合格标准。研究人员选择了一些因素来确定工科学生的成绩,包括学校来源、入学途径、学费和 GPA。这些因素可以决定学生的毕业情况。结果比较了基于收集数据准确性、处理时间和聚类数据特征的计算方法,以确定最佳分类方法。聚合分层聚类法表现较好。在 600 个训练数据点的准确率测试中,改进 K-means 的准确率为 73.94%,AHC 的准确率为 90.42%。改进 K-means 的平均处理时间为 674.92 秒,AHC 为 554.35 秒。剪影测试也体现了计算方法的特点,使用两个簇时,改进 K-means 的得分最高,为 0.654,AHC 的得分最高,为 0.787。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
A Comparative Study of Students Graduation Analysis Using Classification Methods in Undergraduate Electrical Engineering Tidar University
This research aimed to classify achievement factors for electrical engineering students at Tidar University using K-Means and Agglomerative Clustering classification algorithms. The goal was to understand if any parameters influence high-achieving student performance. The Indonesian government and private sector for university students provide significant education funds. Student scholarships are awarded based primarily on GPA and entry path, overburdening staff and causing confusion during distribution to eligible recipients. A system was needed to accommodate additional eligible criteria. The researcher selected factors to identify engineering student performance, including school origin, entry path, tuition fees, and GPA. These inputs could determine graduation status. The results compared calculation methods based on collected data accuracy, processing times, and characterizing clustered data to determine the best classification method. Agglomerative Hierarchical Clustering performed better. Accuracy testing on 600 training data points yielded 73.94% for improved K-means and 90.42% for AHC. The Average processing time was 674.92 seconds for improved K-means and 554.35 seconds for AHC. Silhouette testing also characterized calculation methods, with improved K-means scoring best at 0.654 and AHC at 0.787 using two clusters.
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