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Determination of Initial K-means Centroid in the Process of Clustering Data Evaluation of Teaching Lecturers

机译:在教学讲师聚类数据评估过程中确定初始K-均值的确定

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Decision making about microteaching for lecturers in ITTP with the low teaching quality is only based on three lowest order from teaching values. Consequently, the decision is imprecise, because there is possibility that the lecturers are not three. To get the precise quantity, an analysis is needed to classify the lecturers based on their teaching values. Clustering is one of analyses that can be solution where the popular clustering algorithm is k-means. In the first step, the initial centroids are needed for k-means where they are often randomly determined. To get them, this paper would utilize some preprocessing, namely Silhouette Density Canopy (SDC), Density Canopy (DC), Silhouette (S), Elbow (E), and Bayesian Information Criterion  (BIC). Then, the clustering results by using those preprocessing were compared to obtain the optimal clustering. The comparison showed that the optimal clustering had been given by k-means using Elbow where obtain four clusters and 0.6772 Silhouette index value in dataset used. The other results showed that k-means using Elbow was better than k-means without preprocessing where the odds were 0.75. Interpretation of the optimal clustering is that there are three lecturers with the lower teaching values, namely N16, N25, and N84.
机译:关于ITTP中讲师的决策,具有低教学质量的讲师仅基于教学价值的三个最低阶。因此,该决定不精确,因为讲师的可能性不是三个。为了获得精确的数量,需要分析来根据其教学价分类讲师。群集是可以是解决流行聚类算法是K-means的解决方案之一。在第一步中,k-means需要初始质心,在那里它们通常是随机确定的。为了获得它们,本文将利用一些预处理,即轮廓密度冠层(SDC),密度冠层(DC),剪影(S),弯头(E)和贝叶斯信息标准(BIC)。然后,比较通过使用这些预处理的聚类结果以获得最佳聚类。比较表明,使用弯头的K-means给出了最佳聚类,其中在使用的数据集中获得了四个集群和0.6772次剪影索引值。另一种结果表明,在没有预处理的情况下,使用肘部的K-means优于K型,其中赔率为0.75。对最佳聚类的解释是有三个具有较低教学值的讲师,即N16,N25和N84。

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