Latest Articles for Graph Theory

A look into the significance of norming systems in solving linear equations.

A look into power graphs and their impact on group connections.

A fresh approach to analyzing connections in directed graphs.

Discover the rise of ChebGibbsNet in graph analysis and data connection.

SOFAI-v2 combines quick thinking and careful analysis for effective graph coloring.

A look into how digraphs help analyze complex systems.

A simple guide to matching arrangements and their applications.

Discover how graph transformers improve data analysis in large networks.

Dive into the world of graph theory and discover path sequences.

Learn about graph partitions and how they reveal connections in complex networks.

A new approach to studying mixed graphs using integrated adjacency matrices.

Discover the links between group theory and graph structures.

Discover how color avoidance shapes relationships in graph theory.

This article examines distances in Kronecker products of distance regular graphs.

A clear look into the behavior of special polynomials on the unit circle.

A look into the unique world of radial Moore graphs and their properties.

Discover the fascinating world of Hamiltonian cycles and their significance in n-ary cubes.

Learn how to efficiently update Katz centrality scores in changing networks.

Discover how hypergraphs and probability intertwine with the birthday problem.

Discover how matroids shape problem-solving in optimization and computer science.

New GCN model improves analysis of complex relationships in graph data.

Explore the fascinating world of transversal structures and their significance in graph theory.

Unravel the complexities of the Not-All-Equal 3-SAT problem in computer science.

Introducing methods that allow models to abstain from uncertain predictions.

Learn how Graph Max Shift helps in grouping data points effectively.

Uncover the mysteries of Hénon maps and their periodic points.

Discover the fascinating world of digraphs and their infinite paths.

Discover the fascinating structure behind countable Borel equivalence relations in mathematics.

CNA method enhances GNNs by tackling oversmoothing and improving performance.

Dive into the world of geodesics on random planar maps.

A new method simplifies graph analysis using specialized expert models.

A new model improves our grasp of complex networks and their interactions.

Dive into the fascinating world of permutations and pin classes.

Uncovering connections and structures in tripartite graphs and the Zarankiewicz problem.

Discover how digraphs shape connections and structures in mathematics.

REGE transforms how we understand graphs by addressing uncertainty and enhancing model reliability.

Learn how hypergraphs can identify unusual patterns in complex data.

Discover how GL-Fusion combines Graph Neural Networks and Large Language Models for advanced AI solutions.

Explore the unique properties and applications of banded matrices in mathematics.

Learn how the dimer model helps organize complex pairings in graphs.