对学生入学选择基于天真的Bagging技术的应用

Yum Leifita Nursimpati, Aries Saifudin
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引用次数: 0

摘要

不按时毕业的学生造成了老师和学生之间比例的不平衡。目前的选拔制度是无效的,因为它无法发现有可能无法按时完成学业的潜在学生,因此许多被录取的学生没有按时毕业,没有完成学业就离开了。这种情况导致学习项目和机构的绩效下降。该分类算法可用于对新生是否及时毕业进行分类。朴素贝叶斯分类算法可以用来对某些班级的数据进行分类,使用帕慕朗大学信息工程专业校友的历史作为训练数据,未来学生的数据作为测试数据。用于确定哪个标签班级按时毕业或不按时毕业的一些属性是性别、学校专业、年级差异、数学成绩、英语、印度尼西亚语。为了提高朴素贝叶斯的分类效果,采用了Bagging (Bootstrap Aggregating)技术。从校友数据集的测试结果来看,使用套袋技术作为朴素贝叶斯分类算法优化的信息学研究程序比不使用套袋技术的失败率更低。利用bagging技术对成绩数据进行计算后,采用朴素贝叶斯分类建立的新生选择毕业预测模型的准确率提高了2.381%,AUC提高了1.470%。
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Penerapan Teknik Bagging Berbasis Naïve Bayes untuk Seleksi Penerimaan Mahasiswa
Students who graduate not on time create an imbalanced ratio between lecturers and students. The current selection system is ineffective because it has not been able to detect prospective students who have the possibility of not being able to complete their education on time so that many students who are accepted do not graduate on time and leave without completing their education. This condition causes a decrease in performance of study programs and institutions. The classification algorithm can use for classifying new students as graduate timely or not. Naive Bayes classification algorithm can use to classify data in certain classes, using the history of alumni of informatics engineering at Pamulang university as training data and prospective student data as test data. Some attributes used to determine which label class to graduate on time and not on time are gender, school majors, year difference, math grades, English, Indonesian. To improve the results of the classification of Naive Bayes, Bagging (Bootstrap Aggregating) technique is used. From the test results of the alumni dataset, the informatics study program using bagging techniques as an optimization of the Naive Bayes classification algorithm has a lower failure rate than without using bagging techniques. The results of the calculation of performance data using bagging techniques can increase accuracy by 2.381% and AUC by 1.470% on the student graduation prediction model for new student selection using the Naive Bayes classification.
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