使用自适应和高效K-Means方法的海量数据集聚类

S. Imran, Muthukumaran M, V.Tharakeswari
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摘要

在当今技术驱动和互联网痴迷的社会中,通过大量的信息并找到各种教育背景的相关知识可能是一项挑战。简单、快速、适应性强的机器学习算法使这些任务更容易完成。K-means是将数据分类为有意义组的最有效的无监督学习技术。K-means通过共享特征对数据进行分组。k-means聚类是由k决定的。不幸的是,标准k-means需要大量的数学运算。学者们提出了改善k-means分组的策略。这项工作建议计算初始质心,并在不太可能在后续迭代中改变其聚类的数据点和极有可能这样做的数据点之间建立距离,以减轻k-means聚类对非常大的数据集的负载。这部分将找到在统计上可能在接下来的几个周期中改变簇的信息数字。在处理多个数据集后,将其与其他K-Means方法进行比较
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Clustering of massive datasets using an Adaptive and efficient K-Means approach
In today’s technology-driven and Internet-obsessed society, it can be challenging to go through huge amounts of information and find relevant knowledge for various educational contexts. Simple, fast, and adaptable machine learning algorithms make such tasks easier to complete. K-means is the most effective unsupervised learning technique for classifying data into meaningful groups. K-means groups data by shared characteristics. K-means clusters are determined by k. Unfortunately, standard k-means requires a lot of math. Scholars have suggested strategies to improve k-means grouping. This work recommends computing initial centroids and establishing a distance between data points that are unlikely to change their cluster in subsequent iterations and those that are extremely likely to do so to lessen the load of k-means clustering for very large data sets. This piece will find information digits whose cluster is statistically likely to alter in the following few cycles. After processing several datasets, it is compared to other K-Means methods
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