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随机衣原体动力学与最优传播。

Stochastic Chlamydia Dynamics and Optimal Spread.

机构信息

Department of Mathematics, University of California Irvine, Irvine, USA.

Department of Developmental and Cell Biology, University of California Irvine, Irvine, USA.

出版信息

Bull Math Biol. 2021 Feb 17;83(4):24. doi: 10.1007/s11538-020-00846-4.

Abstract

Chlamydia trachomatis is an important bacterial pathogen that has an unusual developmental switch from a dividing form (reticulate body or RB) to an infectious form (elementary body or EB). RBs replicate by binary fission within an infected host cell, but there is a delay before RBs convert into EBs for spread to a new host cell. We developed stochastic optimal control models of the Chlamydia developmental cycle to examine factors that control the number of EBs produced. These factors included the probability and timing of conversion, and the duration of the developmental cycle before the host cell lyses. Our mathematical analysis shows that the observed delay in RB-to-EB conversion is important for maximizing EB production by the end of the intracellular infection.

摘要

沙眼衣原体是一种重要的细菌性病原体,它具有一种不寻常的发育开关,从分裂形式(网状体或 RB)转变为感染形式(原体或 EB)。RB 在受感染的宿主细胞内通过二分分裂进行复制,但在 RB 转化为 EB 以传播到新的宿主细胞之前会有延迟。我们开发了沙眼衣原体发育周期的随机最优控制模型,以研究控制产生的 EB 数量的因素。这些因素包括转化的概率和时间,以及宿主细胞溶解前的发育周期持续时间。我们的数学分析表明,观察到的 RB 到 EB 转化的延迟对于最大限度地提高细胞内感染结束时的 EB 产量是重要的。

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