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KI-Glossar

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Markov Random Field

An undirected graphical model representing the joint distribution of a set of random variables where local dependencies are specified by potentials on the cliques of the graph.

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Normalization constant

The normalization constant Z that ensures the sum of probabilities of a Markov random field equals 1, calculated as the sum of the products of potentials over all possible configurations.

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Local potential

A non-negative function defined on a clique of the graph that quantifies the affinity between the variables in that clique, replacing the conditional probabilities of Bayesian models.

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Maximal clique

A complete subgraph that cannot be extended by adding other vertices while remaining complete, serving as a support for defining potentials in a Markov random field.

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Energy of a state

A scalar quantity associated with a particular configuration of the variables, calculated as the sum of local potentials, where low-energy states have a higher probability.

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Gibbs distribution

An exponential probability distribution where the probability of a configuration is proportional to the negative exponential of its energy, forming the mathematical basis of Markov random fields.

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Belief Propagation algorithm

An exact inference method on acyclic graphs and an approximate method on graphs with cycles, propagating messages between nodes to compute marginal beliefs.

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Graph-cut

A combinatorial optimization technique used for inference in certain Markov random fields, transforming the problem into a minimum cut in a flow graph.

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Ising Model

Simple binary random Markov field where each variable has only two states, originally developed in statistical physics to model ferromagnetism.

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Potts Model

Multi-state generalization of the Ising model where variables can take more than two values, widely used in image segmentation and classification.

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Conditional Random Field

Discriminative extension of random Markov fields that directly models the conditional probability P(y|x) for output structuring tasks such as sequence labeling.

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Message Passing Inference

Inference paradigm where graph nodes communicate locally through messages to compute global marginals, including belief propagation and its variants.

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Factor Graph

Bipartite representation of a random Markov field separating variables from potential factors, facilitating the implementation and analysis of inference algorithms.

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Partition Function

Synonym of the normalization factor Z in statistical thermodynamics, representing the sum of weights of all possible system configurations.

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Metropolis-Hastings Sampling

General MCMC algorithm that generates samples according to a target distribution by accepting or rejecting proposals based on a criterion derived from the probability ratio.

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