Gleeson_2013_cascades.pdf (315.16 kB)
Cascades on clique-based graphs
journal contributionposted on 2022-10-06, 08:09 authored by Adam W. Hackett, James GleesonJames Gleeson
We present an analytical approach to determining the expected cascade size in a broad range of dynamical models on the class of highly clustered random graphs introduced by Gleeson [J. P. Gleeson, Phys. Rev. E 80, 036107 (2009)]. A condition for the existence of global cascades is also derived. Applications of this approach include analyses of percolation, and Watts's model. We show how our techniques can be used to study the effects of in-group bias in cascades on social networks.
PI: MARK LEISING/CLEMSON UNIVERSITY U.S. INTEGRAL USERS GROUP CHAIR SUMMARY: TO SUPPORT MY WORK AND TRAVEL AS CHAIR OF THE U.S. INTEGRAL USERS GROUP (US-IUG). ORGANIZE AND ATTEND 2 US-LUG MEETINGS AT GODDARD SPACE FLIGHT CENTER WORK WITH THE PROJECT TO EN
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PublicationPhysical Review E;87, 062801
PublisherAmerican Physical Society
Other Funding informationSFI
Also affiliated with
- MACSI - Mathematics Application Consortium for Science & Industry
Department or School
- Mathematics & Statistics