Selective sweeps in growing microbial colonies
Kirill S Korolev, Melanie J I M\"uller, Nilay Karahan, Andrew W, Murray, Oskar Hallatschek, David R Nelson

TL;DR
This paper develops a reaction-diffusion model to understand and predict spatial patterns, such as logarithmic spirals, formed during microbial colony expansion, linking microscopic parameters to macroscopic patterns and fitness estimates.
Contribution
The study introduces a simple analytical reaction-diffusion model that predicts spatial patterns and estimates microbial fitness from colony morphology, validated with yeast experiments.
Findings
Logarithmic spirals indicate relative fitness during colony expansion
Model links microscopic parameters to spatial patterns
Spatial patterns serve as alternative fitness assays
Abstract
Evolutionary experiments with microbes are a powerful tool to study mutations and natural selection. These experiments, however, are often limited to the well-mixed environments of a test tube or a chemostat. Since spatial organization can significantly affect evolutionary dynamics, the need is growing for evolutionary experiments in spatially structured environments. The surface of a Petri dish provides such an environment, but a more detailed understanding of microbial growth on Petri dishes is necessary to interpret such experiments. We formulate a simple deterministic reaction-diffusion model, which successfully predicts the spatial patterns created by two competing species during colony expansion. We also derive the shape of these patterns analytically without relying on microscopic details of the model. In particular, we find that the relative fitness of two microbial strains can…
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