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Belief Propagation Algorithm

Exact message-passing algorithm for trees and approximate for graphs with cycles, calculating marginal beliefs by propagating information between neighboring nodes.

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Bayesian Networks

Directed probabilistic graphical models representing conditional dependencies between random variables, used for reasoning under uncertainty and decision making.

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Markov Networks

Undirected probabilistic graphical models where edges represent mutual dependencies, characterized by Gibbs distributions and global Markov properties.

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Evidence

Observed information about certain model variables, used to condition inference calculations and update probability distributions of unobserved variables.

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Marginal Computation

Fundamental operation consisting of calculating the probability distribution of a subset of variables by integrating over all other variables in the model.

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Hugin Algorithm

Specific implementation of exact inference in junction trees, using bidirectional message propagation for optimal marginal computation.

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Shafer-Shenoy Algorithm

Variant of exact inference in junction trees explicitly separating collection and distribution phases, avoiding division by potential zeros.

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Cliques

Subsets of nodes forming complete subgraphs in a graph, playing a central role in constructing junction trees and organizing computations.

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Exponential time complexity

Intrinsic property of exact inference in general graphical models, where computation time grows exponentially with the size of cliques or the treewidth of the graph.

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Treewidth

Structural complexity measure of a graph that determines the efficiency of exact inference, defined as the maximum size of cliques minus one in an optimal tree decomposition.

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Factorization

Decomposition of a complex joint probability distribution into a product of simpler factors, exploiting the conditional independence properties of the graphical model.

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