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ML Models & Algorithms

K-Means Clustering

In shortAn unsupervised algorithm that splits data into a chosen number (k) of clusters by assigning each point to its nearest centre. Simple, fast and widely used.

Updated 24 Oct 2026· 2 min read

K-means clustering is an unsupervised algorithm that divides a dataset into k groups, where you choose k in advance. Each group is defined by its centre (centroid), and each data point joins the group whose centre is closest. It is the most widely used clustering algorithm because it is simple, fast and easy to explain.

How it works

K-means is a centroid-based, hard clustering method. It repeats a short loop:

  • place k starting centres (the common k-means++ method spreads them out sensibly),
  • assign every point to its nearest centre,
  • move each centre to the average position of the points assigned to it,
  • repeat until the assignments stop changing.

The result minimises the spread of points within each cluster. Text has to become numbers first: MLforSEO’s keyword workflow uses TF-IDF vectors, and embeddings from a sentence-transformer model work well too. Because those vectors have many dimensions, PCA is used to reduce them to two dimensions so you can plot the clusters.

How it’s used in SEO and marketing

  • Keyword clustering when you roughly know how many groups you want.
  • Customer segmentation on order frequency, order value and behaviour from your CRM and GA4.
  • Image clustering by colour, for example grouping product photos for colour filters.
  • Competitor grouping by authority, traffic, keyword count and backlinks.
  • As a step inside other tools, such as BERTopic, which can use K-means in place of HDBSCAN when you want a fixed number of topics.

Example

In MLforSEO’s keyword-to-topic mapping guide, a list of extracted entities is converted to TF-IDF vectors, grouped with K-means, then reduced with PCA to a 2D scatter plot coloured by cluster. K-means does not name the clusters, so the script highlights sample terms from each one to help you label them.

Limitations and things to watch

  • You must choose k. Try a range and compare with the elbow method or silhouette scores, then read the clusters.
  • It assumes roughly round clusters of similar size and struggles with irregular shapes.
  • Every point is forced into a cluster, so outliers pull centres off course. Density-based methods such as HDBSCAN label noise instead.
  • Results depend on the starting centres; set a random seed and run several initialisations.
  • Scale numeric features first, or the feature with the largest numbers will dominate.

Learn it on MLforSEO

Where K-Means Clustering shows up on MLforSEO

Sources and further reading

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