Latest Articles for Graph Theory

This study showcases the effectiveness of GNNs in analyzing stiffened panels.

This study examines how to efficiently approximate query evaluations in probabilistic graphs.

Explore bipartite graphs, eigenvalues, and their role in coding theory.

Discover new methods enhancing graph learning through labeled and unlabeled data.

Exploring the significance of optimal leaf roots in evolutionary biology.

A method for efficiently identifying maximal clique-partitions in graphs.

This study explores the relationship between graphs, crossings, and signed permutations.

The study explores how different distributions affect quantum walk behaviors.

This article simplifies a classic algorithm for tree isomorphism using prime numbers.

An overview of Neumaier Cayley graphs and their significance in mathematics.

New model enhances graph data analysis by preserving topological features.

New algorithms enhance efficiency in solving the Submodular Cover Problem.

Exploring the importance of sparsification in graph analysis and its applications.

Exploring how colored balls change within urns on graphs over time.

A deep dive into double twist knots and their mathematical properties.

Learn how Trifactorization simplifies complex matrix analysis across various fields.

An overview of perfect tiling problems and their conditions in hypergraphs.

Graph-JEPA offers a new method for analyzing complex graph data effectively.

This study examines the complexity of reconstructing monotone trees from density graphs.

This method enhances predictions by combining labeled and unlabeled data through latent graphs.

New methods improve analysis of temporal graphs across various fields.

Exploring intrinsic metrics and their significance in understanding graph structures.

SANGEA offers a scalable approach to create high-quality synthetic graphs.

A look at new approaches for solving the Dominating Set problem in graphs.

New methods improve efficiency in computing matrix permanents and Hamiltonian cycles in graphs.

New measures provide insights into directed graphs in biological systems.

An overview of finding the shortest paths in graph theory with a focus on odd paths.

This article discusses simplifying path problems in chordal graphs.

This article explores the properties and importance of cubic graphs with a defect of 3.

Explore the relationship between combinatorial maps and critical groups in graph theory.

A new algorithm ensures exact shortest paths in changing networks.

A new framework for generating clear embeddings from unlabelled graph data.

This article examines methods for creating hypergraphs with specific degree sequences.

Exploring a new way to tackle the classic three jug puzzle using graph theory.

A new evaluation method enhances understanding of GNN predictions.

This article explores properties and construction methods of shift graphs.

A look at Halin's theorems and their significance in graph theory.

New methods enhance graph neural network efficiency with minimal performance loss.

A new approach to solve MWIS efficiently in specific graph types.

A study on giant rainbow trees and their properties in sparse random graphs.