Ruth Baker
Professor of Applied Mathematics
My research focuses on developing and applying novel mathematical, computational and statistical methodologies and modelling frameworks for investigating developmental biology systems at the cell and tissue level.
Recent publications
Approaches for Assessing Parameter Identifiability in Mathematical Biology
Journal article
Simpson MJ. and Baker RE., (2026), Bulletin of Mathematical Biology, 88
Cell–cell adhesion cannot sustain extended follower streams in a minimal non-local model of leader–follower migration
Journal article
Jewell T. et al, (2026), Journal of Theoretical Biology
An energy-based mathematical model of actin-driven protrusions in eukaryotic chemotaxis
Journal article
Samuel J. et al, (2026), Biophysical Journal
Inferring Cell–Cell Interaction Dynamics from Cell Trajectory Data Using Deep Attention Networks
Preprint
Boyle J. et al, (2026)
An optimal control approach to nonlinear wave speed selection in reaction-diffusion equations
Journal article
Crossley R. et al, (2026), SIAM Journal on Applied Mathematics