{\Delta}-Conformity: Multi-scale Node Assortativity in Feature-rich Stream Graphs
Salvatore Citraro, Letizia Milli, R\'emy Cazabet, Giulio, Rossetti

TL;DR
This paper introduces { extbackslash Delta}-Conformity, a novel multi-scale, path-aware measure of node homophily in feature-rich stream graphs, addressing the temporal aspect of assortativity in dynamic networks.
Contribution
It proposes { extbackslash Delta}-Conformity, a new measure capturing temporal and multi-scale homophily in stream graphs, filling a gap in understanding time-varying connectivity patterns.
Findings
{ extbackslash Delta}-Conformity reveals evolving homophily patterns in social networks.
Application to Bitcoin network demonstrates temporal heterogeneity in node connectivity.
The measure outperforms traditional static scores in dynamic network analysis.
Abstract
Heterogeneity is a key aspect of complex networks, often emerging by looking at the distribution of node properties, from the milestone observations on the degree to the recent developments in mixing pattern estimation. Mixing patterns, in particular, refer to nodes' connectivity preferences with respect to an attribute label. Social networks are mostly characterized by assortative/homophilic behaviour, where nodes are more likely to be connected with similar ones. Recently, assortative mixing is increasingly measured in a multi-scale fashion to overcome well known limitations of classic scores. Such multi-scale strategies can capture heterogeneous behaviors among node homophily, but they ignore an important, often available, addendum in real-world systems: the time when edges are present and the time-varying paths they form accordingly. Hence, temporal homophily is still little…
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Taxonomy
TopicsComplex Network Analysis Techniques · Topological and Geometric Data Analysis · Advanced Graph Neural Networks
