具有潜伏效应的H7N9型禽流感模型的动力学分析 Dynamical Behaviors of the H7N9 Avian Influenza with Latent Period

本文研究了具有潜伏期的H7N9禽流感病毒的动力学行为。利用LaSalle不变性原理、Bendixson-Dulac判据以及Li-Muldowney几何方法给出了人–禽系统的全局稳定性。 In this paper, we investigate the dynamics of the H7N9 avian influenza with latent period. By ap-plying LaSalle invariance principle, Bendixson-Dulac criterion and Li-Muldowney’s geometric ap-proach, some results for the global asymptotic stability of the human-poultry system are obtained.