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A Unified Stochastic SIR Model Driven By Lévy Noise With Time-Dependency

Published 10 Jan 2022 in math.PR | (2201.03406v3)

Abstract: We propose a unified stochastic SIR model driven by L\'{e}vy noise. The model is structural enough to allow for time-dependency, nonlinearity, discontinuity, demography and environmental disturbances. We present concise results on the existence and uniqueness of positive global solutions and investigate the extinction and persistence of the novel model. Examples and simulations are provided to illustrate the main results.

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Authors (2)

  1. Terry Easlick 
  2. Wei Sun 

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