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Proceedings. Mathematical, Physical, and Engineering Sciences|June 15, 2022
Interpreting how nonlinear diffusion affects the fate of bistable populations using a discrete modelling frameworkYifei Li, Pascal R Buenzli, Matthew J Simpson
Bulletin of Mathematical Biology|December 20, 2021
Extinction of Bistable Populations is Affected by the Shape of their Initial Spatial DistributionYifei Li, Stuart T Johnston, Pascal R Buenzli, et al.
Bulletin of Mathematical Biology|January 8, 2025
Mechanical Cell Interactions on Curved InterfacesPascal R Buenzli, Shahak Kuba, Ryan J Murphy, et al.
Proceedings. Mathematical, Physical, and Engineering Sciences|December 28, 2020
A free boundary mechanobiological model of epithelial tissuesTamara A Tambyah, Ryan J Murphy, Pascal R Buenzli, et al.
Bulletin of Mathematical Biology|September 26, 2020
Mechanical Cell Competition in Heterogeneous Epithelial TissuesRyan J Murphy, Pascal R Buenzli, Ruth E Baker, et al.
Royal Society Open Science|July 30, 2024
Discrete and continuous mathematical models of sharp-fronted collective cell migration and invasionMatthew J Simpson, Keeley M Murphy, Scott W McCue, et al.
Journal of Theoretical Biology|June 25, 2022
Reliable and efficient parameter estimation using approximate continuum limit descriptions of stochastic modelsMatthew J Simpson, Ruth E Baker, Pascal R Buenzli, et al.
Journal of Theoretical Biology|March 5, 2021
Modelling cell guidance and curvature control in evolving biological tissuesSolene G D Hegarty-Cremer, Matthew J Simpson, Thomas L Andersen, et al.
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