Latest Articles for Graph Theory

A study on methods to cover points with geometric shapes efficiently.

Learn about the significance of crossing numbers in graph representation.

A new algorithm tests the connectivity of the Markoff graph modulo a prime.

Explore the dynamics of points in hypergraphs through strategic connections.

Explore the role of quota trees in structuring directed graphs and their applications.

This article discusses self-complementary ideals and their relationships in posets using flip graphs.

New findings on list-coloring packing improve graph theory applications.

This article discusses using predictions to enhance solutions for the Max-Cut problem.

Examining relationships in graphs and their homology properties.

Quantum walks blend quantum mechanics and graph theory, offering fresh insights and applications.

Connected partitions help optimize resource allocation in various fields.

This study examines how split recomposition affects word-representable graphs.

This study examines how to reconstruct points based on limited distance information.

New study examines the role of representation learning in graph tasks.

Explore the concept of mutual visibility in graphs and its applications.

Introducing an innovative method for generating diverse and realistic graphs.

An overview of methods to learn Gaussian tree and polytree structures.

A detailed look into graph theory and its challenges.

New method improves graph data analysis through nonlinear sheaf diffusion.

Introducing a method to improve predictions in changing graph data environments.

Examining how graph neural networks predict unseen data effectively.

Research highlights challenges in covering ordered items using directed graphs efficiently.

Introducing Directional Graph Attention Network for improved node learning in complex graphs.

A new method for comparing temporal graphs efficiently.

A new framework enhances graph pre-training by selecting and weighing tasks effectively.

Discover new methods for modifying graphs into proper Helly circular-arc graphs.

An overview of Leavitt path algebras, classification methods, and their connections to other mathematical areas.

Using Binary Decision Diagrams for efficient multicriteria decision-making.

A look into matching algorithms and their performance in stochastic block models.

A look at tiled graphs and their role in tracking maturity stages.

A look into strategies for the Canadian Traveller Problem in graphs with blockages.

Learn how to keep spanners efficient as points change in networks.

Learn how triangles in networks reveal connections and enhance analysis.

An overview of high-dimensional expanders and their significance in various fields.

A new model efficiently targets nodes in GNNs with minimal changes.

A new framework improves real-time analysis of dynamic graphs using persistent memory.

Exploring the complexities and significance of digraphs in various contexts.

Exploring how group actions influence growth and behavior on sets.

A look into matroids and their applications in various fields.

Examining the complexities of message delivery in connected graph networks.