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Course Content


A cluster is a collection of data points that have been grouped together due to particular similarities. You'll set a target number, k, for the number of centroids required in the dataset. A centroid is a fictional or real location that represents the cluster's centre.

It calculates the average distance and the sum of the squares of the spots. When the value of k is 1, the sum of the squares within the cluster will be large. The within-cluster sum of square value will decrease as the value of k grows.

The number of clusters that is ideal can be calculated as follows: Calculate different values of k using a clustering technique (e.g., k-means clustering). Changing k from 1 to 10 clusters, for example. Calculate the total within-cluster sum of squares for each k. (wss).

K-Means (K-Means) is an abbreviation for Clustering is one of the most often used algorithms in this field. Where K is the number of clusters and means denotes the statistical significance of the problem. It's used to figure out code-vectors (the centroids of different clusters).

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