Latest Articles for Graph Theory

Learn about edge geodetic graphs and their significance in network connections.

Research focuses on efficient algorithms for dominating sets in complex networks.

An overview of digraphs, their cycles, and the concept of period.

A look into Woodall's conjecture and its significance in planar graphs.

Learn how to determine fair meeting spots using graph centers and centroids.

A new method improves synthetic networks to better reflect real-world communities.

Exploring the complexity of dividing graphs into two connected groups.

Explore the structure and properties of directed graphs and their applications.

InfoIGL enhances graph neural networks' performance in varied data environments.

This research presents a new method for LLMs to solve graph problems using code.

Galley simplifies programming with sparse tensors, enhancing efficiency and performance.

A look into reflection-symmetric graphs and their possible flexible arrangements.

A look into additive spanners and their role in simplifying network connections.

Exploring the behavior and structure of random graphs in various contexts.

Channel allocation strategies for improving performance in Wi-Fi networks.

A look into locating-chromatic numbers and their significance in graph coloring.

A new method for finding shortest paths in changing directed graphs.

Explore the unique characteristics of shifted and threshold matroids and their applications.

This article discusses how to implement quantum walks on sparse graphs effectively.

A new method to detect odd-length cycles in graphs using advanced algorithms.

A look into how domination polynomials analyze graph properties and their applications.

This method enhances the learning process of knowledge graphs through structured training.

A look into the challenges and advancements in index coding for effective communication.

A new method for comparing complex data structures in graphs and networks.

A look at simplicial complexes and their applications in mathematics and decision-making.

This study expands dimer models and explores complex surfaces using the web trace theorem.

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

A model for organizing knowledge graphs through entity clustering and hierarchical structures.

Exploring girth in groups acting on CAT(0) cube complexes.

A new method for reducing complex graphs while retaining key features for classification.

Dynamic Neural Dowker Network enhances analysis of evolving directed graphs.

This study explores perfect matchings in Dirac graphs and hypergraphs.

Learn how quantum methods can improve path counting in directed graphs.

Exploring conflict-free coloring in graphs, hypergraphs, and practical applications.

Examining QAOA and RQAOA approaches for optimizing graph challenges.

A method to clarify complex graphs for analysis and understanding.

OpenFGL offers a comprehensive framework to evaluate federated graph learning methods effectively.

Explore the behavior and stability in parallel chip-firing games.

A look into the methods for making graphs bipartite.

A look into the study of quivers and their significance in mathematics.