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Dewan, I.

Publications and source records attributed to Dewan, I..

2 recordsLinked to original sources

Evolutionary rescue of bacterial populations by heterozygosity on multicopy plasmids

Bacterial plasmids and other extrachromosomal DNA elements frequently carry genes with important fitness effects for their hosts. Multicopy plasmids can additionally carry distinct alleles of host-fitness-relevant genes on different plasmid copies, allowing for heterozygosity not possible for loci on haploid chromosomes. Plasmid-mediated heterozygosity may increase the fitness of bacterial cells in circumstances where there is an advantage to having multiple distinct alleles (heterozyogote advantage); however, plasmid-mediated heterozygosity is also subject to constant loss due to random segregation of plasmid copies on cell division. We analyze a multitype branching process model to study the evolution and maintenance of plasmid-mediated heterozygosity under a heterozygote advantage. We focus on an evolutionary rescue scenario in which a novel mutant allele on a plasmid must be maintained together with the wild-type allele to allow population persistance (although our results apply more generally to the maintenance of heterozygosity due to heterozygote advantage). We determine the probability of rescue and derive an analytical expression for the threshold on the fitness of heterozygotes required to overcome segregation and make rescue possible; this threshold decreases with increasing plasmids copy number. We further show that the formation of cointegrates from the fusion of plasmid copies increases the probability of rescue. Overall, our results provide a rigorous quantitative assessment of the conditions under which bacterial populations can adapt to multiple stressors through plasmid-mediated heterozygosity. Many of the results are furthermore applicable to the related problem of the maintenance of incompatible plasmids in the same cell under selection for both. MSC Classification92D15, 60J85

evolutionary biology↗

Is the distribution of plasmid lengths bimodal?

The length of a plasmid is a key property which is linked to many aspects of plas-mid biology. When distributions of plasmid lengths are shown in the literature, they are usually plotted with length on a logarithmic scale. However, a quantity and its logarithm have distinct distributions which may differ considerably in shape. Mistaking the distribution of log-lengths for the distribution of lengths can therefore lead to distorted conclusions about the distribution; in particular, the distribution of log-lengths may be bimodal when the distribution of lengths is only unimodal. This particular confusion has arisen in the literature where the length distribution is often claimed to be bimodal based on examination of what is in fact the log-length distribution. While the length distribution is indeed bimodal within many bacterial families, it is not across the ensemble of all plasmids. We suggest that authors should be careful to show the plasmid length distribution, or to distinguish the two distributions, to avoid misleading inferences. HighlightsO_LIThe distributions of lengths and log-lengths of plasmids are different, and have considerably different shapes. C_LIO_LIThe typical practice of using a logarithmic scale for plasmid lengths leads to confusion between the two distributions. C_LIO_LIIn particular, the distribution of log-lengths can be bimodal when the distribution of lengths is not. C_LIO_LIThe length distribution within bacterial families is often bimodal, but across all plasmids, it is unimodal. C_LIO_LIClearly distinguishing between the distributions will ensure that biological conclusions drawn from them are robust. C_LI

microbiology↗