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Plos Computational Biology|November 16, 2022
Computationally efficient mechanism discovery for cell invasion with uncertainty quantificationDaniel J VandenHeuvel, Christopher Drovandi, Matthew J SimpsonThe Journal of Chemical Physics|August 24, 2020
Diffusion in heterogeneous discs and spheres: New closed-form expressions for exit times and homogenization formulasElliot J Carr, Jacob M Ryan, Matthew J SimpsonPhysical Review. E, Statistical, Nonlinear, and Soft Matter Physics|February 7, 2012
Velocity-jump models with crowding effectsKatrina K Treloar, Matthew J Simpson, Scott W McCuePhysical Biology|November 25, 2015
Calculating the Fickian diffusivity for a lattice-based random walk with agents and obstacles of different shapes and sizesAdam J Ellery, Ruth E Baker, Matthew J SimpsonPhysical Review. E|May 14, 2016
Filling the gaps: A robust description of adhesive birth-death-movement processesStuart T Johnston, Ruth E Baker, Matthew J SimpsonBulletin of Mathematical Biology|February 21, 2021
Invading and Receding Sharp-Fronted Travelling WavesMaud El-Hachem, Scott W McCue, Matthew J SimpsonBulletin of Mathematical Biology|March 1, 2019
Using Experimental Data and Information Criteria to Guide Model Selection for Reaction-Diffusion Problems in Mathematical BiologyDavid J Warne, Ruth E Baker, Matthew J SimpsonPhysical Review. E, Statistical, Nonlinear, and Soft Matter Physics|September 26, 2012
Mean-field descriptions of collective migration with strong adhesionStuart T Johnston, Matthew J Simpson, Ruth E BakerJournal of Theoretical Biology|February 4, 2015
Modelling the movement of interacting cell populations: a moment dynamics approachStuart T Johnston, Matthew J Simpson, Ruth E BakerJournal of the Royal Society, Interface|January 14, 2025
Random walk models in the life sciences: including births, deaths and local interactionsMichael J Plank, Matthew J Simpson, Ruth E BakerPageof 18