How have Chow-Liu trees been used?
Chow-Liu trees have been utilized in various ways, including learning tree-structured graphical models of distributions, focusing on homogeneous trees with active learning to reduce error probability, and optimizing the learning of tree-structured Ising models for accurate predictions. The Chow-Liu algorithm, known for efficiently computing maximum likelihood trees, has been a benchmark in learning tree-structured graphical models. Additionally, new algorithms have been introduced to enhance the error exponent in learning homogeneous tree models, showcasing significant improvements with active learning. These applications demonstrate the versatility and effectiveness of Chow-Liu trees in graphical model learning and prediction optimization.
Answers from top 5 papers
Papers (5) | Insight |
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Chow-Liu trees are utilized for learning tree-structured graphical models from i.i.d. sampled data vectors, with well-understood theoretical properties, as discussed in the paper. | |
Open access•Posted Content | Chow-Liu trees are utilized for learning tree-structured graphical models of distributions with finite sample guarantees, benefiting from efficient conditional independence testing and sample complexity reductions. |
01 Feb 2022 | Chow-Liu trees are utilized for optimal prediction-centric learning of tree Ising models, ensuring accurate posterior predictions for small variable sets, outperforming traditional Chow-Liu algorithm. |
15 Jun 2021 | Chow-Liu trees are utilized for learning tree-structured graphical models of distributions, providing finite sample guarantees and efficient estimation of mutual information and conditional independence. |
Chow-Liu trees are utilized for learning tree-structured graphical models of distributions, providing finite sample guarantees and efficient estimation of closest structured distributions in KL divergence. |