Characterizing Polarization in Social Networks using the Signed Relational Latent Distance Model

Nikolaos Nakis, Abdulkadir Çelikkanat, Louis Boucherie, Christian Djurhuus, Felix Burmester +3 more
1/23/2023
stat.MLcs.LGcs.SI

No official code found. Best implementation: Nicknakis/SLIM_RAA (9 stars, last commit 2024-03-15).

Abstract

Graph representation learning has become a prominent tool for the characterization and understanding of the structure of networks in general and social networks in particular. Typically, these representation learning approaches embed the networks into a low-dimensional space in which the role of each individual can be characterized in terms of their latent position. A major current concern in social networks is the emergence of polarization and filter bubbles promoting a mindset of "us-versus-them" that may be defined by extreme positions believed to ultimately lead to political violence and the erosion of democracy. Such polarized networks are typically characterized in terms of signed links reflecting likes and dislikes. We propose the latent Signed relational Latent dIstance Model (SLIM) utilizing for the first time the Skellam distribution as a likelihood function for signed networks and extend the modeling to the characterization of distinct extreme positions by constraining the embedding space to polytopes. On four real social signed networks of polarization, we demonstrate that the model extracts low-dimensional characterizations that well predict friendships and animosity while providing interpretable visualizations defined by extreme positions when endowing the model with an embedding space restricted to polytopes.

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Nicknakis/SLIM_RAACommunity100%
91PythonNov 24, 20222 years ago

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@article{nakis2023characterizing,
  title  = {Characterizing Polarization in Social Networks using the Signed Relational Latent Distance Model},
  author = {Nikolaos Nakis and Abdulkadir Çelikkanat and Louis Boucherie and Christian Djurhuus and Felix Burmester and Daniel Mathias Holmelund and Monika Frolcová and Morten Mørup},
  year   = {2023},
  eprint = {2301.09507},
  archivePrefix = {arXiv},
  url    = {http://arxiv.org/abs/2301.09507v3}
}

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