Eco-Evolutionary Dynamics of Fluctuating Populations research group webpage
The AMR@LEEDS network is a diverse collective of researchers throughout the University of Leeds working together on the global issue of antimicrobial resistance. Work carried out by the EEDFP project by Mauro Mobilia, Alastair Rucklidge, …
Royal Society Publishing shared work carried out by Mauro Mobilia, Alastair Rucklidge, Lluís Hernández-Navarro, and Matthew Asker (see here) via a tweet: https://twitter.com/RSocPublishing/status/1721558137092649116
Authors: Lluís Hernández-Navarro, Matthew Asker, Mauro Mobilia Abstract: Antimicrobial resistance to drugs (AMR), a global threat to human and animal health, is often regarded as resulting from a cooperative behaviour, leading to the coexistence of …
In September 2023, Matthew Asker attended the London Mathematical Biology Conference, where he presented a poster. The poster can be viewed here.
If you take two bacterial species in a large population and allow them to compete for the same resources, which one wins? Naturally, we would assume that the species which reproduces faster (assuming each dies …
Authors: Lluís Hernández-Navarro, Matthew Asker, Alastair M. Rucklidge, Mauro Mobilia Abstract: There is a pressing need to better understand how microbial populations respond to antimicrobial drugs, and to find mechanisms to possibly eradicate antimicrobial-resistant cells. …
Authors: Louie Hong Yao, Mohamed Swailem, Ulrich Dobramysl, and Uwe C Täuber Abstract: We apply a perturbative Doi–Peliti field-theoretical analysis to the stochastic spatially extended symmetric Rock-paper-Scissors (RPS) and May–Leonard (ML) models, in which three species compete cyclically. Compared …
In April 2023, Mauro Mobilia and Matthew Asker attended the conference Physics of Life 2023. Mauro gave an invited talk and Matthew presented a poster. Matthew’s poster can be viewed here.
Physical Review Research shared a paper featuring work by Mauro Mobilia and collaborators via a tweet: https://twitter.com/PhysRevResearch/status/1643497719028219907
Abstract: We study the Lotka-Volterra model for predator-prey competition subject to a periodically varying carrying capacity. The Lotka-Volterra model with on-site lattice occupation restrictions (i.e., finite local carrying capacity) that represent finite food resources for …