Latest Articles for Vertices

A look into the odd cover problem and its implications in graph theory.

Explore the structure and applications of 2-quasi best match graphs in biology.

Learn how graphs create complex topological spaces with essential properties.

Researchers investigate random triangulations to minimize costs and connect points on spheres.

Exploring the relationship between chromatic number and minimum degree in graphs.

Learn how to draw bipartite planar graphs using parallel methods.

Investigating the existence and features of strongly regular graphs.

Explore the role of backbone coloring in optimizing network communications.

Explore the key concepts, properties, and applications of graphs and trees in various fields.

GASM combines graph structure and attributes for improved matching solutions.

New methods for identifying graph structure improve accuracy and efficiency.

Exploring the dynamics of Cops and Robbers on graphs and its implications.

MEG-sets help monitor network reliability by tracking edge status in graphs.

Explore the connections and structures of trees in math and their real-world applications.

Tree graphs reveal connections and stability in structures, impacting science and medicine.

Discover the quirky nature of antiregular graphs and their intriguing properties.

Discover the complexities of coloring edges in graphs without clashes.

Graphs reveal relationships and connections in various systems.

Discover the intricate world of hypergraphs and their properties through unified matrices.

Graphs connect our world, revealing important patterns and relationships.

Learn to design and modify shapes using Jerboa's unique toolkit.

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

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

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

A simple look into graphs and their importance in various fields.

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

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

Discover how color avoidance shapes relationships in graph theory.

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 the basics of graph construction and its practical applications in everyday life.

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

Discover the role of edge coloring in understanding graphs and relationships.

Discover the fascinating world of edge-graceful labeling in graph theory.

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

A new algorithm improves data analysis at the Large Hadron Collider.

Learn how to connect people effectively without overspending.

Alice and Bob face off in a challenging coloring game.

A deep dive into the world of complex particle systems.

Discover the unique connections between numbers and graphs.