Developer Guide

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K-Means Clustering

K-Means is among the most popular and simplest clustering methods. It is intended to partition a data set into a small number of clusters such that feature vectors within a cluster have greater similarity with one another than with feature vectors from other clusters. Each cluster is characterized by a representative point, called a centroid, and a cluster radius.
In other words, the clustering methods enable reducing the problem of analysis of the entire data set to the analysis of clusters.
There are numerous ways to define the measure of similarity and centroids. For K-Means, the centroid is defined as the mean of feature vectors within the cluster.

Product and Performance Information

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