利用K-means和距离矩阵对学生学习成绩数据集进行kNN算法分类预处理

Sugriyono Sugriyono, M. U. Siregar
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引用次数: 7

摘要

数据集中异常值的存在会导致分类过程的准确率较低。数据集中的异常值可以从分类算法的预处理阶段去除。聚类可以作为一种异常点检测方法。本研究应用K-means和距离矩阵来检测异常值,并将其从带有类标签的数据集中移除。本研究使用的学生学习成绩数据集共有6847个实例,有18个属性和3个类标签。预处理采用K-means方法得到每一类的质心。距离矩阵用于计算实例到质心的距离。异常值是一个不同的类别,将从数据集中删除。这种预处理提高了kNN算法的分类精度。未经预处理的数据准确率为72.28%,使用欧氏K-means预处理的数据准确率为98.42%(提高26.14%),而使用曼哈顿K-means的数据准确率为97.76%(提高25.48%)。
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Preprocessing kNN algorithm classification using K-means and distance matrix with students’ academic performance dataset
The existence of outliers in the dataset can cause low accuracy in a classification process. Outliers in the dataset can be removed from a preprocessing stage of classification algorithms. Clustering can be used as an outlier detection method. This study applies K-means and a distance matrix to detect outliers and remove them from datasets with class labels. This research used a dataset of students’ academic performance totaling 6847 instances, having 18 attributes and 3 class labels. Preprocessing applies the K-means method to get centroid in each class. The distance matrix is used to evaluate the distance of instance to the centroid. Outliers, which are a different class, will be removed from the dataset. This preprocessing improves the classification accuracy of the kNN algorithm. Data without preprocessing has 72.28 % accuracy, preprocessed data using K-means with Euclidean has 98.42 % accuracy (an increase of 26.14 %), while the K-means with Manhattan has 97.76 % accuracy (an increase of 25.48 %).
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