Interactions in Information Spread
Ga\"el Poux-M\'edard

TL;DR
This paper investigates the nature of interactions in information spread, revealing their rarity and brevity in social networks, and introduces a new modeling framework using Dirichlet-Hawkes Processes to better understand these dynamics.
Contribution
It presents a novel framework for modeling rare and brief interactions in data flows, combining stochastic block models, dynamic network inference, and Dirichlet-Hawkes Processes.
Findings
Interactions are rare in social network datasets.
Interactions tend to be brief and transient.
The proposed models effectively capture sparse and short-lived interactions.
Abstract
Since the development of writing 5000 years ago, human-generated data gets produced at an ever-increasing pace. Classical archival methods aimed at easing information retrieval. Nowadays, archiving is not enough anymore. The amount of data that gets generated daily is beyond human comprehension, and appeals for new information retrieval strategies. Instead of referencing every single data piece as in traditional archival techniques, a more relevant approach consists in understanding the overall ideas conveyed in data flows. To spot such general tendencies, a precise comprehension of the underlying data generation mechanisms is required. In the rich literature tackling this problem, the question of information interaction remains nearly unexplored. First, we investigate the frequency of such interactions. Building on recent advances made in Stochastic Block Modelling, we explore the role…
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Taxonomy
TopicsComplex Network Analysis Techniques · Stochastic processes and statistical mechanics · Markov Chains and Monte Carlo Methods
