Mathematical Analysis of a Bacterial Competition in a Continuous Reactor in the Presence of a Virus

In this paper, we discuss the competition of two species for a single essential growth-limiting nutriment with viral infection that affects only first species. Although classical models without suggest competitive exclusion, model exhibits stable coexistence both We reduce fourth-dimension proposed to three-dimension one. Thus, competing is demonstrated using theory uniform persistence applied three-variable reduced system. prove there no presence virus and satisfaction some assumptions on growth rates Finally, give numerical simulations confirm obtained theoretical findings.