Latest Articles for Graph Theory

A look at graph problems and how boundary classes help simplify them.

Explore the colorful challenges of graph theory and friendships.

Explore the significance of Helly number, Radon number, and rank in graph theory.

A look into the complexities of drawing hypergraphs and their connections.

A look into graph generation and its significance in connecting the world.

Using hypergraphs to improve predictions of material behaviors.

Research reveals how certain graphs avoid tangling on toroidal shapes.

Exploring the presence of even cycles in sparse graphs through new research.

SuperGCN improves training efficiency for large graphs using advanced CPU techniques.

Discover innovative methods for sampling signals using graph theory.

GSEBO reveals how to better understand complex graph connections.

Discover the fun world of graph coloring with triangles.

Learn how Gaussian Mixture Models enhance GNN performance through data augmentation.

Learn how tree decomposition makes complex graphs easier to handle.

Exploring the relationships between graphons and their unique traits.

Explore the organization of intervals through geometric representation and relationships.

A simple look at graphs, geodetic sets, and their connections.

A look into graphs, their structures, and what they reveal about connections.

A new method predicts dataflow strategies for better GNN processing.

A look into coloring strategies for directed graphs and their characteristics.

Explore how token arrangements on graphs can transform through specific rules.

Discover the interplay between Quantum Bruhat Graphs and Demazure Products.

A look into bipartite graphs, their polynomials, and real-world applications.

A look into moduli spaces, quivers, and their interconnected mathematical concepts.

A method for better predictions in shifting data environments.

A look into line graphs, eigenvalue multiplicity, and related graph theory concepts.

A look into the world of graphs and their independence polynomials.

A look into the relationship between polynomials and unique fractal shapes.

ScaleNet improves graph analysis through scale invariance and adaptive strategies.

Examining the Hall ratio and fractional chromatic number in graph theory.

A deep dive into organizing outings through Steiner triple systems and Veblen points.

A new approach to fairly divide graph connections quickly and effectively.

Explore the challenges of tree coverage in graphs and its real-world applications.

Exploring the relationship between graph distance metrics and shape.

A new model improves understanding of complex data connections.

Discover the colorful paths of Hamilton cycles and their real-world applications.

Discover the fascinating world of induced cycles in Levi graphs.

A look into maximizing connections in planar graphs while avoiding overlaps.

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

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