Latest Articles for Graph Theory

Introducing a pooling operator that maintains data integrity while improving computation speed.

A clear look at train track automata in studying free groups and outer automorphisms.

A look at how graphs help in real-world applications like logistics.

An overview of joint embedding property and its implications for cographs and trees.

This study reveals the limits and structures of planar -complete graphs.

Exploring how trees fit into graphs through connections and structures.

A novel method enhances control of quantum systems through flexible pulse management.

Explore the Sombor index and its relevance in graph theory and chemistry.

A study on dynamic issues in unit disk graphs and efficient problem-solving methods.

A look into the Max-Cut problem and its applications in various fields.

A look into gentle and locally gentle algebras and their properties.

A new method enhances the resilience of GNNs against adversarial attacks.

This approach improves efficiency in training models from large graph data while protecting privacy.

Exploring the structure and behavior of automata networks in various fields.

This study examines the process of reconfiguring spanning trees using matroid concepts.

Exploring co-degree and its significance in hypergraph structures.

A look into Terwilliger algebras and their role in association schemes.

This research explores efficient learning of Markov Random Fields using dynamic samples.

Research expands the application of hierarchical hyperbolicity in diverse mathematical structures.

Explore the role of equivalence relations in various mathematical fields.

Learn how to draw bipartite planar graphs using parallel methods.

Investigating how vertex merging impacts graph properties and classifications.

Exploring a novel proof for the B-series composition theorem using unlabelled trees.

A detailed exploration of Camina groups and their algebraic properties.

Gabow's algorithm efficiently finds maximum matchings in general graphs.

Explore how networks evolve using duplication-divergence models and divergence asymmetry.

This study examines minimum spanning trees with uncertain edge weights from single samples.

Investigating the existence and features of strongly regular graphs.

Explore the role of backbone coloring in optimizing network communications.

Learn how horizontally stationary Bratteli diagrams simplify complex mathematical concepts.

An analysis of bicoset digraphs and their symmetry-related properties.

A look into minimum spanning trees and their significance in various fields.

A new method for counting cycles in graphs while ensuring user privacy.

GraphLoRA enhances the transferability of Graph Neural Networks across varied graphs.

Reducing complexity in shape graphs aids biological analysis and classification.

Explore the relationships between graph theory and geometric figures.

A new method to analyze uncertain graphs and their centrality measures.

An overview of sandpile models and their role in studying complex systems.

Exploring the complexities of colouring directed graphs on various surfaces.

A look into trees and their properties in mathematics.