concept

Graphical Models

Graphical models are a framework for representing complex probability distributions using graphs, where nodes represent random variables and edges represent probabilistic dependencies between them. They combine graph theory and probability theory to provide an intuitive and computationally efficient way to model uncertainty, structure, and relationships in data, widely used in machine learning, statistics, and artificial intelligence.

Also known as: Probabilistic Graphical Models, PGMs, Bayesian Networks, Markov Networks, Graph Models
🧊Why learn Graphical Models?

Developers should learn graphical models when working on tasks involving probabilistic reasoning, such as Bayesian inference, causal analysis, or structured prediction in fields like natural language processing, computer vision, and bioinformatics. They are essential for building models that capture dependencies in high-dimensional data, enabling applications like recommendation systems, medical diagnosis, and autonomous decision-making under uncertainty.

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