Adaptive behaviors neutralize bistable explosive transitions in higher-order contagion

📅 2026-01-09
📈 Citations: 1
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This study investigates how risk-perception-driven adaptive behavior modulates bistable explosive phase transitions in higher-order contagion processes. By integrating numerical simulations with mean-field theory, the authors develop a model in which individuals dynamically adjust their interaction strategies based on local risk perception, and systematically analyze its impact on both pairwise and higher-order transmission dynamics. The findings reveal that such adaptive behavior substantially attenuates the nonlinear effects induced by higher-order interactions, effectively narrowing or even entirely eliminating the parameter regime of bistability. Consequently, the system’s phase transition shifts from explosive to continuous, highlighting the critical role of behavioral feedback in suppressing critical phenomena associated with higher-order contagion.

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📝 Abstract
During contagion phenomena, individuals perceiving a risk of infection commonly adapt their behavior and reduce their exposure. The effects of such adaptive mechanisms have been studied for processes in which pairwise interactions drive contagion. However, contagion and the perception of infection risk can also involve ("higher-order") group interactions, leading potentially to new phenomenology. How adaptive behavior resulting from risk perception affects higher-order processes remains an open question. Here, we consider the impact of several risk-based adaptive behaviors on pairwise and higher-order contagion processes, using numerical simulations and an analytical mean-field approach. For pairwise contagion, adaptive mechanisms based on local (pairwise or group-based) risk perception impact only the endemic state, without affecting the epidemic phase transition. For higher-order contagion processes, instead, the adaptivity defuses the impact of non-linear group interactions: this reduces or even completely suppresses the parameter range in which bistability is possible, effectively transforming a higher-order contagion process into a pairwise one.
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higher-order contagion
adaptive behavior
bistability
explosive transitions
risk perception
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higher-order contagion
adaptive behavior
bistability
risk perception
explosive transition
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M
Marco Mancastroppa
Aix Marseille Univ, Université de Toulon, CNRS, CPT, Turing Center for Living Systems, 13009 Marseille, France
M
M'arton Karsai
Department of Network and Data Science, Central European University, 1100 Vienna, Austria
Alain Barrat
Alain Barrat
CNRS
Statistical PhysicsComplex systemsNetwork ScienceEpidemiologySocial networks