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许多宿主菌株间表观竞争的基线模型:宿主对微寄生物抗性的进化

A baseline model for the apparent competition between many host strains: the evolution of host resistance to microparasites.

作者信息

Bowers R G

机构信息

Department of Mathematical Sciences, The University of Liverpool, M&O Building, Liverpool, L69 3BX, U.K.

出版信息

J Theor Biol. 1999 Sep 7;200(1):65-75. doi: 10.1006/jtbi.1999.0976.

Abstract

The purpose of this article is to establish and analyse a baseline model for the apparent competition between many host strains attempting to avoid a uniform microparasitic population. The model is formulated and analysed using invasion criteria in the main text. The results are verified by more formal methods in the appendix. Cases in which the microparasite can invade are distinguished geometrically from those in which it cannot using threshold and strain composition conditions. A major result obtained when the pathogen persists is a competitive exclusion principle for host resistance. For non-lethal infections, the winning strain is that which affords the pathogen maximum threshold density; for possibly lethal infections, a somewhat generalized version of this criterion is presented and discussed. The tension is highlighted between these results and the baseline behaviour of many pathogen strains and a uniform host population-here the winning pathogen strain is that with minimum threshold density.

摘要

本文的目的是建立并分析一个基线模型,用于研究众多试图避开单一微寄生物种群的宿主菌株之间的表观竞争。该模型在正文中使用入侵标准进行构建和分析。结果在附录中通过更正式的方法进行验证。利用阈值和菌株组成条件,从几何角度区分微寄生物能够入侵的情况与不能入侵的情况。当病原体持续存在时获得的一个主要结果是宿主抗性的竞争排斥原理。对于非致死性感染,获胜的菌株是使病原体达到最大阈值密度的菌株;对于可能致死性感染,给出并讨论了该标准的一个稍有推广的版本。这些结果与许多病原体菌株和单一宿主种群的基线行为之间的矛盾被凸显出来——在这里,获胜的病原体菌株是阈值密度最小的菌株。

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