K-Means

The most widely used centroid clustering algorithm. Efficient and scales well for large datasets.

K-Means is the most widely used example of a Hard, Centroid-based clustering algorithm. It works by partitioning data points into K clusters, aiming to minimize the within-cluster variance. The centroid of each cluster is the arithmetic mean of all points within it.
K-Means is noted for being simple to implement, efficient, and scalable for large datasets. It is suitable for numeric data and is used for customer segmentation based on numeric characteristics, market analysis, and image classification. K-Means, along with Hierarchical Clustering and DBSCAN, is a suggested algorithm for grouping competitors based on shared web performance metrics.

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