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Joint Probability Distribution

[dʒɔɪnt ˌprɑbəˈbɪləti ˌdɪstrɪˈbjuʃən]
New Artificial Intelligence
Last updated: 2026-06-05

Definition

A probability distribution that gives the probability of multiple random variables occurring together.

Detailed Explanation

Joint probability distributions describe the likelihood of multiple random variables taking on specific values simultaneously. They capture dependencies between variables and can be used to derive marginal and conditional probabilities. The distribution can be represented as a table for discrete variables or as a multivariate function for continuous variables.

Use Cases

Pattern recognition, multivariate analysis, dependency modeling, risk assessment, and machine learning feature analysis.

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