Latest Articles for Graph Theory

ExGNAS improves efficiency and clarity in graph neural network design.

A look into the role of ribbon graphs and their significance in knot theory.

New algorithms improve solutions for the Maximum Bimodal Subgraph problem.

A look into the significance and methods of Fixed Cardinality Graph Partitioning.

Exploring correspondence coloring and chromatic numbers in random graphs.

An overview of Fekete polynomials and their significance in mathematics.

Graphs reveal relationships through their spectra and structural properties.

This article examines k-coloring and its significance in random hypergraphs.

A look into the dynamics of random matroids and their significance in mathematics.

Examining cop number dynamics in k-uniform hypergraphs.

New techniques in order sweep maps enhance path analysis in mathematics.

Introducing a new method for effective graph visualization.

An overview of combinatorial problems related to joints and graph theory.

A look at independent sets in claw-free graphs and their significance.

This article explores methods to identify groupings in hypergraphs with high girth.

A new method for efficiently breaking down 4-connected graphs.

A look into directed graphs and methods to simplify cycle identification.

A look into the colorful versions of classic graph problems.

This article uncovers links between Laplacians of trees and peaks in Dyck paths.

Explore the structure and significance of bipartite graphs and their mathematical tools.

An exploration of locked polyomino tilings and their significance in grid structures.

New methods improve Edge Triangle Packing and Covering in graph theory.

Explore how thermodynamics principles can enhance geometric deep learning models.

Learn how centrality measures help reveal the importance of nodes in networks.

New approach to visualize graphs improves clarity while addressing eye strain.

Positioning guards effectively for emergency response in city layouts.

Exploring antimagic labeling techniques in trees and forests for unique vertex sums.

Exploring the complexities of upward and rectilinear planarity testing in graphs.

This article explores methods for faster keyword searches in graphs.

A new model improves performance by utilizing diverse data types in knowledge graphs.

Introducing a novel algorithm to optimize sports tournament scheduling.

This study reveals how freezing impacts tree growth and structure.

A new method for training GNNs efficiently one layer at a time.

This study evaluates advanced GNNs for generating molecular graphs more effectively.

Explore the connection between directed graphs and 2-step nilpotent Lie algebras.

Exploring the Fréchet distance and its impact on paths and graphs.

Research reveals new bounds for signed double Roman domination in cubic graphs.

A study on breaking Eulerian graphs into manageable circuits.

A study on max-cut problem formulations and continuous relaxation effectiveness.

A new method for improving the clarity of hive plots in data representation.