This work investigates the susceptible-infected-susceptible epidemic model on clustered regular networks using the pair mean-field approach, where higher-order effects are explicitly considered in dynamic analysis and proves the effectiveness of the pair mean-field method for analyzing higher-order network dynamics.
While the coupling between traffic dynamics and epidemic spreading on complex networks has been widely studied, existing research has predominantly focused on single-pathogen transmission. In this paper, we investigate the sequential spreading dynamics of two interacting epidemics driven by traffic flow. The model inco...
Xingli Jing, Mao-Bin Hu, Ming Tang et al.· Chaos· 0 citations
This paper studies a susceptible--infected--susceptible (SIS) epidemic model coupled with opinion dynamics over a network of communities with higher-order interactions. Unlike standard networked SIS models, which account only for pairwise transmission, the proposed model incorporates group-level infection mechanisms an...
Saba Samadi, José I. Caiza, Sebin Gracy et al.· 0 citations
This paper investigates a higher-order Susceptible-Infectious-Susceptible (SIS) epidemic model incorporating disease-fear and vaccine-fear behavioral states on heterogeneous hypergraphs, revealing that fear-related behavioral responses can substantially affect epidemic outbreaks.
Network epidemic simulation enables fine-grained understanding of epidemic behavior. However, empirical samples of interaction networks display properties that are challenging to capture with popular synthetic models of networks. Our empirical results show that epidemic spread behavior is sensitive to a form of multi-s...
Omar Eldaghar, M. Mahoney, D. Gleich· PLOS Complex Systems· 0 citations
A bottom-up derivation of higher-order SIS dynamics, building systematically from node-level equations to pairs, triplets, and three-body interactions and provides a principled method of generating new models.
Kevin Teo, Péter L. Simon, I. Z. Kiss· 0 citations
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