CIMS论文的天地

The analysis and regulation for the dynamics of a temperate bacteriophage model

注意：本论文已在Mathematical Biosciences 209 (2007) 417–450发表
使用者请注明论文出处
Zhipeng Qiu(邱志鹏)
Department of Applied Mathematics, Nanjing University of Science and Technology, Nanjing 210094, PR China

Abstract: The purpose of this paper is to study the asymptotical behavior of a temperate bacteriophage model in chemostat, which was first proposed by Levin et al. [B.R. Levin, F.M. Stewart, L. Chao, Resource-limited growth, competition and predation: A model and experiment studies with bacteria and bacteriophage, Am. Nat. 125 (1977) 3]. Firstly, a classification for the equilibria of the model and their stability are obtained; secondly, sufficient conditions for uniform persistence are obtained; thirdly, sufficient conditions for the global asymptotic behavior are given, and simulations for the model are presented. The theoretical results show that there are more than eight cases for the classification of the model, and that the decrease (increase) of the nutrient concentration or average lytic time (flow rate) is beneficial to the survival of the sensitive cells. Both the simulated and theoretical results show that there is a possibility of switch phenomena or a periodical outburst of the phages and the lysogens, which is caused by the internal factors rather than by some external environment. Finally, the simulation and regulation of the dynamics of the model with experimental data are presented.

Keywords--Chemostat; Temperate bacteriophage; Regulation; Coexistence; Competition

1、浏览PDF格式全文需要使用软件－－Abode Acrobat(由于软件较大并常见,我站不提供下载)

2、下载论文全文请点击鼠标右键“另存为”或使用断点续传软件下载(17，483KB)
下载链接：a.微软免费存储下载链接页面 b. 教育网下载链接 c.纳米盘免费提供的下载链接页面

1、The Asymptotic Behavior of Flow Reactor Models with Two Nutrients

2、The asymptotic behavior of a single population model with space-limited and stage-structure

>>>>参加更多投票调查请点击！