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Tree Decomposition

Tree Decomposition is a technique in graph theory and computer science for representing a graph as a tree, where each node in the tree represents a set of vertices in the original graph. The goal of tree decomposition is to divide the graph into smaller, more manageable pieces, and to use the tree to represent the relationships between these pieces.

Papers

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Showing 1–10 of 34 papers

TitleStatusHype
Tree Decomposed Graph Neural NetworkCode1
DPMC: Weighted Model Counting by Dynamic Programming on Project-Join TreesCode0
Constraint-based Causal Structure Learning with Consistent Separating SetsCode0
A Hierarchical Spectral Method for Extreme Classification—0
Bayesian Learning of Clique Tree Structure—0
Bethe-ADMM for Tree Decomposition based Parallel MAP Inference—0
A New Approach for Texture based Script Identification At Block Level using Quad Tree Decomposition—0
Cache Transition Systems for Graph Parsing—0
Calibrated Nonparametric Scan Statistics for Anomalous Pattern Detection in Graphs—0
Bounds on the Treewidth of Level-k Rooted Phylogenetic Networks—0
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