A Framework for Quantitative Analysis of Cascades on Networks
Rumi Ghosh, Kristina Lerman

TL;DR
This paper introduces a scalable mathematical framework for analyzing information cascades on social networks, capturing both microscopic and macroscopic dynamics to better understand how information spreads.
Contribution
It presents a novel cascade generating function and an efficient algorithm to analyze cascade structures, enabling detailed and scalable analysis of large social network cascades.
Findings
Cascade dynamics involve chaining, branching, and community spreading.
The framework accurately reconstructs cascade structures from compressed data.
Applied to Digg, it revealed key trends in story propagation.
Abstract
How does information flow in online social networks? How does the structure and size of the information cascade evolve in time? How can we efficiently mine the information contained in cascade dynamics? We approach these questions empirically and present an efficient and scalable mathematical framework for quantitative analysis of cascades on networks. We define a cascade generating function that captures the details of the microscopic dynamics of the cascades. We show that this function can also be used to compute the macroscopic properties of cascades, such as their size, spread, diameter, number of paths, and average path length. We present an algorithm to efficiently compute cascade generating function and demonstrate that while significantly compressing information within a cascade, it nevertheless allows us to accurately reconstruct its structure. We use this framework to study…
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Taxonomy
TopicsComplex Network Analysis Techniques · Opinion Dynamics and Social Influence · Peer-to-Peer Network Technologies
