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Effects of Lysogenic and Lytic Path of Bacteriophage on the Coexistence of Bacteria and Bacteriophage Sads

机译:噬菌体裂解和裂解路径对细菌和噬菌体悲伤共存的影响

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A three species mathematical model for the dynamics of susceptible bacteria, infected bacteria, and bacteriophage has been developed taking the consideration of lysogenic life cycle of temperate phage. A portion of infected bacteria is assumed to grow logistically because of lysogenic life cycle of phage. The coexistence of bacteria and bacteriophage has been established. The possibility of existence of susceptible bacteria-free equilibrium point has also been analyzed. A simple Hopf bifurcation has been obtained for nonzero equilibrium point.
机译:三种物种数学模型,用于敏感细菌,受感染细菌和噬菌体的动态,考虑了温带噬菌体的溶血性生命周期。由于噬菌体的溶血性终生物循环,假设一部分感染的细菌逻辑上生长。已经建立了细菌和噬菌体的共存。还分析了存在易感细菌平衡点的可能性。已经获得了非零均衡点的简单跳跃分叉。

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