This paper is concerned with the Neumann initial–boundary value problem of the chemotaxis-May–Nowak model with exposed state for virus dynamics. It is proved that the problem admits a unique global classical solution which is uniformly bounded for all sufficiently smooth initial data in smoothly bounded domains , .

中文翻译：

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暴露态趋化-May-Nowak 模型中的有界性

本文研究病毒动力学暴露态趋化-May-Nowak 模型的诺伊曼初边值问题。证明该问题存在唯一的全局经典解，该解对于平滑有界域 中的所有足够平滑的初始数据一致有界。