Huge progeny production during the transient of a quasi-species model of viral infection, reproduction and mutation
Jose A. Cuesta

TL;DR
This paper analyzes a modified quasi-species model of viral infection, showing that during the transient phase, viral populations can grow super-exponentially, leading to rapid widespread infection before reaching equilibrium.
Contribution
It demonstrates that beneficial mutations cause super-exponential growth in viral populations during the transient phase, highlighting rapid infection spread prior to steady state.
Findings
Viral populations grow super-exponentially during initial infection.
Beneficial mutations lead to rapid population expansion.
Infection can become widespread before reaching equilibrium.
Abstract
Eigen's quasi-species model describes viruses as ensembles of different mutants of a high fitness "master" genotype. Mutants are assumed to have lower fitness than the master type, yet they coexist with it forming the quasi-species. When the mutation rate is sufficiently high, the master type no longer survives and gets replaced by a wide range of mutant types, thus destroying the quasi-species. It is the so-called "error catastrophe". But natural selection acts on phenotypes, not genotypes, and huge amounts of genotypes yield the same phenotype. An important consequence of this is the appearance of beneficial mutations which increase the fitness of mutants. A model has been recently proposed to describe quasi-species in the presence of beneficial mutations. This model lacks the error catastrophe of Eigen's model and predicts a steady state in which the viral population grows…
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