Latest Articles for Network Design

An overview of key problems in metric graphs and their significance.

A study of fixed point arrangements on circles and their applications.

Explore how directed graphs can be colored without creating cycles.

Learn how to keep spanners efficient as points change in networks.

A look into optimizing communication networks with binary tree structures.

Explore the growth and applications of random trees in mathematics and nature.

An approach to optimize edge 2-coloring for improved graph performance.

Sublinear expanders offer unique connectivity properties for sparse graphs in various fields.

Examining non-homotopic drawings and their properties in multigraphs.

A new approach to improve user fairness in cellular networks.

Union simplifies managing hybrid workloads in high-performance computing environments.

Examining sleep strategies to reduce energy use in mobile networks.

This article discusses advances in mmWave wireless technology amidst significant challenges.

A look at spanners and their role in efficient graph connections.

Research aims to create networks that stay connected despite failures.

A look at crossing numbers and their implications in graph theory.

A look at how to maintain strong connectivity in directed graphs through partitioning.

An overview of significant issues in network design, focusing on shortest paths and cost management.

A new method allows networks to adapt based on task efficiency.

Explore key concepts in graph theory and their practical applications.

Examining graph coloring, especially in bounded-diameter graphs and odd cycles.

A look into how minimum vertex cuts can enhance network design.

A guide to degree sequences and outerplanar graphs.

Analyzing connections in bi-colored lattices through minimum spanning trees.

Explore the latest methods and challenges in distributed graph coloring.

Explore the significance of tree-packing in computer science and its applications.

Combining communication and sensing for smarter mobile networks.

A new algorithm improves edge coloring speed and efficiency in graph theory.

Investigating closed routes in graphs with specific visit constraints.

Learn how spanners can maintain distance accuracy despite edge failures.

A look into the properties and challenges of well-covered graphs.

A look into matchings, their types, and practical applications.

A new approach for optimizing tree structures under load constraints.

This research improves sparse transport plans for better data handling and interpretation.

This study focuses on efficient methods for t-matchings in restricted graphs.

Exploring the role of RIS in improving mmWave communication.

An overview of maximum matching concepts, challenges, and algorithms in graphs.

This study reveals connections between graphs, their subgraphs, and independence numbers.

Explore the structure and applications of IOD Graphs in various fields.

A look at the frozen version of random graphs and its implications.