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Hierarchical Clustering in Machine Learning

Learn about Hierarchical Clustering in this comprehensive Machine Learning tutorial. Master the art of building and interpreting data trees. Learn the difference between Agglomerative and Divisive clustering, how linkage methods dictate merge behavior, and how to read the complex layers of a Dendrogram.

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Tree Build

Hierarchical start.

Quick Quiz //

Which approach starts with one giant cluster?


Some data doesn't just cluster; it evolves. Hierarchical clustering reveals the nested relationships within your dataset through the power of tree structures.

1Bottom-Up Merges

Agglomerative Clustering is the most common approach. It starts with every single data point as a cluster of one. It then iteratively finds the two closest clusters and merges them into a larger group. This continues until only one giant cluster remains.

2Visualizing the Tree

The Dendrogram is a specialized plot that shows every single merge operation. By looking at the heights of the horizontal lines, you can tell how dissimilar clusters were before merging. Longer vertical lines indicate more distinct separation between groups.

3Linkage Methods

How do we measure the distance between clusters? Linkage defines the rule. Ward's method minimizes the variance of merged clusters, while Single linkage uses the distance between the two closest points. Choosing the right linkage is critical for accurate clustering.

?Frequently Asked Questions

Pascual Vila

Pascual Vila

Frontend Instructor // Code Syllabus

Lesson Glossary

[01]Agglomerative

A 'bottom-up' approach where each observation starts in its own cluster.

Code Preview
AgglomerativeClustering()

[02]Dendrogram

A diagram representing a tree structure, often used to visualize hierarchical clustering.

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scipy.cluster.hierarchy.dendrogram

[03]Linkage

The criteria used to determine the distance between sets of observations.

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method='ward'

[04]Ward's Method

A linkage method that minimizes the total within-cluster variance.

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Default for many pipelines

[05]Divisive

A 'top-down' approach where all observations start in one cluster and are split recursively.

Code Preview
Recursive splitting

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