Latest Articles for Graph Theory

New algorithms improve efficiency in approximating treewidth for complex graph issues.

A new method improves classification in graph neural networks facing complex connections.

Exploring local antimagic labeling and its implications in graph theory.

This work introduces new rules for graph editing to achieve trivially perfect structures.

A new method for identifying maximum cliques in complex networks.

A study on analyzing Kronecker graphs to improve parameter estimation methods.

A new method for quickly identifying k-edge-connected subgraphs in large graphs.

A novel approach simplifies clustering in large graphs.

A study of rook's graph properties and their implications in graph theory.

A look into the complexities and solutions for ECC and VCC problems.

A look into mixed graphs and their applications in real-world scenarios.

Graphtester helps researchers assess the performance of Graph Neural Networks on various datasets.

Exploring key properties of incidence geometries in rigidity theory.

This study examines cycle behavior in signed graphs through edge interactions.

Exploring the relationship between quantum graphs and the Mycielski transformation.

Learn how minimal separators impact various fields including computer science and network analysis.

Examining the role of quantum walks in optimizing graph division for the MAX-CUT problem.

A look into the Karpelevic region and its significance in stochastic matrices.

A look into improving distribution approximations using moments and spectral properties.

Analyzing treewidth reveals insights into complex graph structures and algorithms.

Research on memory-efficient algorithms for Dominating Set and Vertex Cover in planar graphs.

A study of toggling lights in directed graphs through strategies and linear algebra.

This article explores the role of affine Deligne-Lusztig varieties in algebraic geometry.

This research examines methods to eliminate crossing segments using flips.

Study examines the impact of mixing operators on QAOA performance in optimization tasks.

A new algorithm for the temporal vertex cover problem in dynamic networks.

A look into the Maker-Maker domination game on graphs and strategies involved.

New model improves how knowledge graphs represent concepts and entities.

Innovative algorithms offer faster solutions for finding paths in undirected graphs.

A look at edge colorings and their role in graph theory.

Discover the complexities behind Olivier Longuet's unique Calissons Puzzle and its mathematical implications.

Explore the structure and properties of quivers in mathematics.

Examining how edge weight changes affect the structure of minimum spanning trees.

Recent improvements in edge coloring algorithms enhance efficiency for various graphs.

Examining how interactions over time influence disease spread in communities.

A method to achieve perfect matchings in bipartite graphs with red edges.

Techniques for transforming and synchronizing multiple model versions effectively.

A look into improving topic modeling through innovative sampling strategies.

A new approach to enhance accuracy in entity alignment for knowledge graphs.

Higher-order GNNs improve learning from complex graph data using P-tensors.