Latest Articles for Graphs

An overview of Hadwiger's conjecture and its impact on graph coloring.

An exploration of edge ideals in bipartite graphs focusing on their key properties.

A new method leveraging graphs to identify adversarial attacks on neural networks.

A novel approach enhances understanding of neuron behavior in large language models.

A look into graphs, maps, corners, and symmetry in mathematics.

chemSKI uses graphs and local rules to model complex systems efficiently.

Exploring methods to list minimal dominating sets in graphs and hypergraphs.

Examining the complexity of the domino problem within hyperbolic groups.

A method to limit harmful content exposure on digital platforms through graph analysis.

Examining KKT points in the Motzkin-Straus program reveals insights into graph structure.

Cacti play a crucial role in network analysis and geometric research.

A new model improves recommendations by using both positive and negative feedback.

Learn how stack and queue numbers shape graph arrangements.

A study on zero-divisor graphs in rings and their complemented properties.

An exploration of Frucht's theorem and its challenges in various mathematical models.

Exploring the types and properties of graphs and their applications.

Explore the dynamics of zero forcing and its applications in various fields.

Exploring techniques to reduce graphs while preserving key distance relationships.

Exploring continual learning techniques applied to complex graph structures.

Learn how neural networks analyze data structured as graphs.

This research presents a method to identify real versus generated graphs.

Explore the key concepts and implications of graph theory in real-world applications.

A look at quantum methods to improve solutions for the MaxCut optimization challenge.

This study explores the least eigenvalue property in graph complements and its significance.

A look into Roman Domination and its applications in graph theory.

A new method for labeling nodes efficiently in large graphs.

This paper presents two new algorithms for clustering graphs with clear structures.

Researchers use deep learning to analyze and predict properties of knots.

NeuroGraph offers new data for machine learning in brain research.

Explore the fundamentals and uses of graph theory in various fields.

A new method enhances the reliability of next-generation sequencing data.

A new approach to image segmentation enhances speed and accuracy.

Pell-Abel equations link polynomial functions across various mathematical fields.

Explore odd colouring and its applications in graph theory.

A new approach to effective resistance improves analysis of point clouds.

A look into bicyclic graphs and the edge Mostar index in mathematics.

Ramsey Theory reveals how patterns occur in large structures.

A look into the complexities and solutions for ECC and VCC problems.

Logs2Graphs enhances detection accuracy using graph-based methods for event logs.

A look into the Maker-Maker domination game on graphs and strategies involved.