Cumulative effects of triadic closure and homophily in social networks
Aili Asikainen, Gerardo I\~niguez, Kimmo Kaski, Mikko Kivel\"a

TL;DR
This paper presents a dynamic model demonstrating how triadic closure amplifies homophily in social networks, explaining the emergence of core-periphery structures and societal segregation phenomena.
Contribution
It introduces a minimal solvable dynamic model combining triadic closure and homophily, revealing their interplay and impact on network structure and societal issues.
Findings
Homophily can be significantly amplified by triadic closure.
The model explains the emergence of core-periphery structures.
Early intervention can mitigate adverse effects like segregation.
Abstract
Much of the structure in social networks has been explained by two seemingly independent network evolution mechanisms: triadic closure and homophily. While it is common to consider these mechanisms separately or in the frame of a static model, empirical studies suggest that their dynamic interplay is the very process responsible for the homophilous patterns of association seen in off- and online social networks. By combining these two mechanisms in a minimal solvable dynamic model, we confirm theoretically the long-held and empirically established hypothesis that homophily can be amplified by the triadic closure mechanism. This research approach allows us to estimate how much of the observed homophily in various friendship and communication networks is due to amplification for a given amount of triadic closure. We find that the cumulative advantage-like process leading to homophily…
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