Advances in Network Analysis and Modeling

The field of network analysis and modeling is rapidly advancing, with a focus on developing new methods and techniques to understand and represent complex systems. Recently, there has been a surge of interest in using machine learning and probabilistic approaches to analyze and model networks, particularly in the context of large-scale, higher-order networks. These approaches have shown promise in improving our understanding of network structure and behavior, and in identifying key patterns and relationships that can inform decision-making and policy development. Notable papers in this area include the work on supervised link prediction in co-authorship networks, which demonstrates the effectiveness of integrating research interest and affiliation similarity into link prediction models. The paper on broad spectrum structure discovery in large-scale higher-order networks also stands out, as it introduces a new class of probabilistic models that can efficiently represent and discover mesoscale structure in hypergraphs. Additionally, the work on recovering fairness directly from modularity presents a novel approach to fair community partitioning, which has significant implications for ensuring that network analysis and modeling techniques are equitable and just.

Sources

Quantifying Global Networks of Exchange through the Louvain Method

Supervised Link Prediction in Co-Authorship Networks Based on Author Node-Based Features

Network classification through random walks

Broad Spectrum Structure Discovery in Large-Scale Higher-Order Networks

Convergent Anthropocene Systems-of-Systems: Overcoming the Limitations of System Dynamics with Hetero-functional Graph Theory

A Systematic Approach for Studying How Topological Measurements Respond to Complex Networks Modifications

Recovering Fairness Directly from Modularity: a New Way for Fair Community Partitioning

Large induced subgraph with a given pathwidth in outerplanar graphs

The Generalized Skew Spectrum of Graphs

Homologous nodes in annotated complex networks

Representing Higher-Order Networks with Spectral Moments

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