2021
DOI: 10.3389/fmicb.2021.637490
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Evolutionarily Stable Coevolution Between a Plastic Lytic Virus and Its Microbial Host

Abstract: Hosts influence and are influenced by viral replication. Cell size, for example, is a fundamental trait for microbial hosts that can not only alter the probability of viral adsorption, but also constrain the host physiological processes that the virus relies on to replicate. This intrinsic connection can affect the fitness of both host and virus, and therefore their mutual evolution. Here, we study the coevolution of bacterial hosts and their viruses by considering the dependence of viral performance on the ho… Show more

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Cited by 2 publications
(15 citation statements)
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“…The population of uninfected hosts increases thanks to the uptake of the most limiting nutrient (here, glucose; first term, Eq (1) ), declines due to infection (second term) or dilution from the chemostat (last term). Similarly to [ 14 ], we consider here potential competition for space, light, or other resources not explicitly modeled that can affect negatively the growth of the focal population (third term), a plausible scenario as the framework introduces in ecological time new host mutants (see below); here, C all represents all hosts from all phenotypes in the system. The population of infected individuals increases due to infection (first term, Eq (2) ), and declines when infected cells are diluted (third term) or lysed (second term).…”
Section: Methodsmentioning
confidence: 99%
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“…The population of uninfected hosts increases thanks to the uptake of the most limiting nutrient (here, glucose; first term, Eq (1) ), declines due to infection (second term) or dilution from the chemostat (last term). Similarly to [ 14 ], we consider here potential competition for space, light, or other resources not explicitly modeled that can affect negatively the growth of the focal population (third term), a plausible scenario as the framework introduces in ecological time new host mutants (see below); here, C all represents all hosts from all phenotypes in the system. The population of infected individuals increases due to infection (first term, Eq (2) ), and declines when infected cells are diluted (third term) or lysed (second term).…”
Section: Methodsmentioning
confidence: 99%
“…Cells lysed at time t produce the new batch of viruses (first term of Eq (3) ), and the population declines as viruses infect new hosts (second term), decay (become non-infective after a period of time, fourth term), or are diluted from the chemostat (last term). We expanded the model from [ 14 ] to include also the possibility for phage to avoid superinfection, thus accounting for the battery of mechanisms that a phage that has entered the host can deploy to prevent any other virus from using the same host for replication [ 29 ]; this mechanism, here implemented with a density-dependent term (third term, where V all represents the sum of all viral density across phenotypes), is not only more realistic but also reduces the mathematical instability reported in [ 13 , 14 ]. Finally, the dynamics of the most limiting nutrient (glucose) include the inflow and dilution of nutrient that characterize the chemostat environment (first and second terms), and the uptake of the nutrient by the uninfected hosts (last term).…”
Section: Methodsmentioning
confidence: 99%
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