Latest Articles for Graph Theory

Uncovering the intriguing eigenvalues and spectral edges of regular graphs.

Discover the complex connections in random Turan problems and hypergraphs.

Explore the deep connections between digraphs and symmetric functions in mathematics.

Discover the fascinating properties of graphs and their real-life applications.

Discover how trees and T-fractions reveal complex mathematical relationships.

A look into the Unbalanced Zarankiewicz problem in graph theory.

Exploring how dance parties reflect stable sets in graph theory.

FTC-GNN revolutionizes GNN performance through efficient core integration.

Discover the impact of colors on quasisymmetric functions in mathematics.

Explore how dynamic graph embedding transforms our understanding of changing networks.

Discover how Chebyshev polynomials and fan graphs reveal hidden connections in math.

Discover how bicliques help reveal hidden connections in networks and data.

Explore how random walks reveal important connections in networks and social groups.

Discover how to count diagonalizable matrices using finite fields and graph theory.

Introducing new methods for efficient graph data analysis.

Discover how regularity lemmas simplify complex structures in mathematics.

Discover the quest to maximize connections in unit-distance graphs.

A new method improves data adaptation between different sources.

THESAURUS improves graph clustering by using semantic prototypes and structure.

Discover how random graphs shape our understanding of connections and rigidity.

Discover how information spreads through networks using graph burning techniques.

A guide to random connections in complex spaces using simple concepts.

Discover the fascinating structures of rooted arborescences and covering graphs.

Discover the fascinating world of crossing numbers in graph theory.

A deep dive into dynamic graphs and algorithms for managing sets.

Discover how random walks work in graphs and their real-life applications.

A look into the fascinating structures of q-matroids and their properties.

TLWalk enhances graph embedding by focusing on community structures efficiently.

Learn how to organize graph connections using stacks, queues, and thick patterns.

Discover the fascinating world of graph rigidity and its implications.

Explore the relationships between structures through growth bijections and their fascinating applications.

A look at graded Frobenius algebras and their mathematical connections.

Explore how weighted graphs reflect relationships and behaviors in mathematics.

Learn how mathematicians tackle patterns in graphs effectively.

Discover the fascinating world of mathematical crystals and their role in Lie algebras.

A new tool clarifies how graph neural networks make predictions.

Discover the intriguing Rainbow Arborescence Conjecture in graph theory.

New methods improve Graph Neural Networks for better insights.

New methods enhance our grasp of independent sets in hypergraphs.

Discover the complexities and applications of sparse induced subgraphs in graph theory.