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Asymptotical behavior of SIR epidemic models with vertical transmission and impulsive vaccination

机译:具有垂直传播和脉冲接种的SIR流行病模型的渐近行为

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In this paper, we discuss SIR epidemic models with vertical transmission and impulsive vaccination which may inherently oscillate. We obtain the conditions for which the epidemic elimination solution is globally asymptotically stable. On the other hand, by the impulsive bifurcation theory, we prove the existence of a stable positive periodic solution.
机译:在本文中,我们讨论具有垂直传播和脉冲接种的SIR流行病模型,这些模型可能会固有地振荡。我们获得了流行病消除解决方案在全局渐近稳定的条件。另一方面,通过脉冲分叉理论,我们证明了一个稳定的正周期解的存在。

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