Latest Articles for Graph Theory

An accessible overview of quantum Cayley graphs and their significance.

A new method tackles the Shortest Two Disjoint Paths problem amidst negative weights.

This study focuses on enhancing GNNs to overcome challenges from biased training data.

A new method enhances unsupervised graph learning through entropy estimation and subset sampling.

Exploring the unique properties of edge-magic graphs and their significance.

A new framework combining static and dynamic models enhances time series analysis.

Explore the Node Injection Link Stealing attack and privacy concerns in GNNs.

An analysis of Ferrers diagrams and their role in rank-metric codes.

Research reveals conditions for Hamiltonian cycles in 2-strong digraphs.

HUGE simplifies graph embedding for large datasets using TPUs.

Exploring the structure and applications of balanced permutations in mathematics.

An overview of labeled graphs and their verification properties.

A look into spectral radius and its significance in uniform hypertrees.

This article explores the Hard-Core model's behavior and interactions on Cayley trees.

Exploring the balance of graph colorings and their implications in mathematics.

Explore the dynamics and strategies of bidding games between players.

A look into walks in graphs and their significance.

A look into the structure and importance of odd cycles in graph theory.

New methods enhance understanding of complex graph classifications through counterfactuals.

Evaluating generative models' effectiveness in translating graph data into clear text.

This study focuses on identifying paths in networks of disks.

SCGDN improves graph clustering with structured sampling and enhanced node representation.

Discover the significance and complexity of finding cliques in networks.

Exploring the complexities of clustering in changing graphs.

This article explores the assessment of probabilistic models in complex networks.

A study on the connection between pseudorandom graphs and tree structures.

Explores stable subsets in cycles and their applications in computer science.

Explore the significance of framed graphs and their connections to knot theory.

Learn how hypergraphs help in understanding complex systems and interactions.

Exploring how vertices work together in graph structures.

Examining different game models of Cops and Robber on directed graphs.

A look into the structure and applications of multiset partition algebras.

Explore how distance eigenvalues reveal key properties of various graph types.

This research presents new ways to create shortcut partitions in minor-free graphs.

Explore the benefits of combining semi-supervised and active learning techniques.

Explore edge-coloring and its practical applications in diverse fields.

Exploring parameter transferability in QAOA for efficient optimization solutions.

Examining relationships between zeta functions in number theory and their implications.

Exploring light reliable spanners and their impact on networks.

A look into independent sets, Boolean networks, and their complexities.