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Mathematical treatment of PDE model describing chemotactic E. coli colonies

By Rafał Celiński and others
We consider an initial-boundary value problem describing the formation of colony patterns of bacteria Escherichia coli. This model consists of reaction-diffusion equations coupled with the Keller-Segel system from the chemotaxis theory in a bounded domain, supplemented with zero-flux boundary conditions and with non-negative initial data. We answer questions on the... Show more
January 6, 2021
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Mathematical treatment of PDE model describing chemotactic E. coli colonies
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