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首页> 外文期刊>Mathematical Methods in the Applied Sciences >Dynamics analysis of an HTLV‐1 infection model with mitotic division of actively infected cells and delayed CTL immune response
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Dynamics analysis of an HTLV‐1 infection model with mitotic division of actively infected cells and delayed CTL immune response

机译:活性受感染细胞有丝分裂和延迟CTL免疫应答的HTLV-1感染模型的动力学分析

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>In this paper, we propose an improved human T‐cell leukemia virus type 1 infection model with mitotic division of actively infected cells and delayed cytotoxic T lymphocyte immune response. By constructing suitable Lyapunov functional and using LaSalle invariance principle, we investigate the global stability of the infection‐free equilibrium of the system. Our results show that the time delay can change stability behavior of the infection equilibrium and lead to the existence of Hopf bifurcations. Finally, numerical simulations are conducted to illustrate the applications of the main results.
机译: >在本文中, 我们提出一种改善的人类T细胞白血病病毒型1型感染模型,具有激光感染细胞的有丝分裂和延迟细胞毒性T淋巴细胞免疫应答。 通过构建合适的Lyapunov功能和使用Lasalle不变性原理,研究了系统无感染平衡的全局稳定性。 我们的研究结果表明,时间延迟可以改变感染均衡的稳定性行为,导致跳跃分叉的存在。 最后,进行了数值模拟以说明主要结果的应用。

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