Latest Articles for Graph Theory

Chrisimos changes mining by solving real-world problems instead of wasting energy.

A new method improves backdoor detection in graph data using explanation techniques.

A look into distance matrices and their surprising properties.

A look into the PH-property and its significance in graph theory.

Exploring increasing subsequences and their connections within permutations and permutons.

Exploring the connections between Macaulay posets and Macaulay rings.

Examining a counterexample within the Forking Path Conjecture in symmetric groups.

A novel approach to efficiently solve optimal transport problems on sparse graphs.

Exploring connections between unit graphs and efficient data transmission.

This paper examines the challenges of using game comonads to represent logical systems.

Matchings are key in connecting elements and optimizing resources in various fields.

Focusing on training data selection can strengthen node classification systems.

Introducing a method to improve node clustering in complex networks.

A look into the relative fractional independence number and its significance in graph analysis.

Examining the ongoing difficulties of Hamiltonian and Longest Cycle problems in directed graphs.

An overview of counting logic and its impact on graph analysis.

This article examines the behavior of walks in balanced colored graphs.

This study introduces a new method for detecting frequent subtrees in tree data.

This article discusses properties of directed graphs and their dicoloring methods.

A study on the limits of edges in planar graphs.

Explore the concept of ideals and their impact on various mathematical fields.

An overview of Legendrian structures and their role in topology research.

This article discusses methods for improving knowledge graph completion using GNNs and rule-based approaches.

A fresh approach improves solutions for complex graph challenges.

Exploring the cycle double cover conjecture and its significance in graph theory.

S2PGNN improves the adaptation of GNNs to labeled data.

A look into minimizing transportation costs using graph theory.

This article examines posets, focusing on Whitney numbers, duality, and their roles in mathematics.

Learn how to find anomalies in graph data effectively.

A study revealing the challenges GNNs face in counting subgraph patterns.

A look at the Minimum Weight Cycle problem and its significance in computing.

Study of moving tokens between minimum separators in graphs using sliding and jumping models.

Min-diameter measures the longest shortest path in directed graphs, revealing connectivity.

Exploring the relationship between graph coloring and Glauber dynamics in various applications.

A look into the complex Multiway Cut problem and its recent advancements.

A new approach significantly boosts the efficiency and accuracy of subgraph counting.

Study of cactus graphs and their relevance in optimization problems.

Research on edge crossings in topological graphs reveals important structural insights.

Research focuses on efficient algorithms for k-factors in graph theory.

A look into static analysis, CFL reachability, and their implications in computing.