Latest Articles for Graph Theory

Exploring new methods for efficient distance queries in graph algorithms using algebraic techniques.

Learn about VC-dimension and its role in analyzing graph structures.

A look at interval-closed sets and their toggling behavior.

Explore the connection between RAAGs and graph properties.

Exploring how Gaussian Boson Sampling improves clustering techniques.

A look into graphs, their structures, and important concepts.

Explore how dominoes can be arranged in unique patterns on toroidal grids.

Research shows how storage codes improve data recovery in cloud systems.

This study challenges existing views on node classification tasks using graph structures.

UGT combines local and global graph information for better data analysis.

This study looks at cliques and their impact on graph properties.

A new approach to understanding graph-structured data and node relationships.

A new method enhances how nodes in graphs are represented.

Explore the complexities of hypergraphs and their real-world applications.

Exploring a new approach to find the maximum clique in graphs.

A new method for counting independent sets in dense, regular bipartite graphs.

Learn the significance of metric dimension in directed graphs and its applications.

An overview of graph matchings, types, and their significance in various fields.

A method for improving graph partitioning by using buffer nodes.

This article covers methods for finding small complete subgraphs in graphs.

Exploring the role of integral circulant graphs in enhancing quantum network efficiency.

A look into strong domination concepts in fuzzy graphs and their applications.

An overview of graph domination concepts and their applications.

Explore the essentials of tree structures and their applications across various fields.

This article examines competition between entities in scale-free random graphs.

Explore methods to create clear right-angle crossing drawings with minimal bends.

Exploring the intersection of quantum computing and optimization through Quantum Max Cut.

New method reduces memory usage in managing temporal graphs.

Understanding how consistency-checking impacts machine learning and sample complexity.

A look into the properties and significance of clique graphs in hexagonal lattices.

A look into vertex and edge colouring in graph theory.

Examining fixation time and its impact on species evolution.

Graph Neural SDEs enhance model accuracy by incorporating randomness into data analysis.

Discover the Heawood graph's role in map coloring and its mathematical implications.

Researchers improve methods for finding Ramsey number counterexamples using new algorithms.

A new method improves the efficiency of quantum search in complex graphs.

A new method for finding the shortest paths in graphs with matrix inversion.

Exploring coloring techniques in hypergraphs and their mathematical implications.

Exploring Size-Ramsey Numbers and their impact on graph theory and sparse structures.

A look into graph relationships through matchings and Turan numbers.