Latest Articles for Graph Theory

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.

This article presents a new way to predict connections in dynamic graphs.

Study shows pseudo-code enhances LLM performance on graph tasks.

This study examines the relationship between constant link graphs and induced Turán numbers.

Analyzing generating functions for paths in a grid's first quadrant.

New methods for efficiently analyzing network changes in weighted graphs.

Introducing a neural model that improves graph similarity measurements by considering edit costs.

A look at how graphs aid in studying complex mathematical systems.

Introducing an efficient approach for analyzing complex relationships in hypergraphs.

A new approach to graph homomorphisms sheds light on complex problems.

A new approach to clustering using Hyperbolic Spaces improves accuracy and efficiency.

An overview of chromatic polynomials and their significance in graph theory.

Cyclic subgroup graphs reveal important relationships between cyclic subgroups in mathematics.

An overview of finite automata, focusing on states, transitions, and reachability.

Catalysts improve quantum annealing performance for solving complex optimization challenges.

A study on how homogeneous sets and distinct degrees relate in graphs.

A fresh look at knot and link properties through determinants and Fourier-Hadamard transforms.

This research examines how search algorithms can improve the testing of graph conjectures.

Discovering largest -biplexes using FastMVBP algorithm enhances graph data analysis.

Explore how path decomposition simplifies reachability in directed graphs.

A look into the shuffle-cube design and its cyclic properties.

A look into clustered planarity and linear saturation in graph representation.

Explore the relationship between minimum degree and connectivity in graph theory.

New methods enhance counting shapes in directed graphs, improving speed and accuracy.

Explore the relationship between groups and snake tiling problems in mathematics.

A study of trees and their measures in Outer Space reveals complex mathematical relationships.

This article explores independent sets in trees and hypertrees, including patterns and properties.

A look at edge-coloring and its role in rainbow-saturated graphs.

A clear guide to scattering diagrams, gradings, and positivity in combinatorics.

Explore the links between zonotopes, graphs, and their properties.

Examining relationships and properties of graphs through extremal combinatorics.

DuoGNN enhances graph analysis by separating node interactions for improved performance.

New algorithms improve efficiency in object detection by optimizing NMS processes.

Exploring the significance of holographic entropy inequalities in quantum systems.

This article examines the unique properties of locally linear graphs and their relationships.

A look into the challenges and advancements in Minimum Flow Decomposition.

New algorithms improve efficiency in hypergraph tree decompositions.

A look into perfect matchings and the role of bricks in graph theory.