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Applied Mathematics Letters|March 16, 2026
Modelling collective invasion with reaction-diffusion equations: When does domain curvature matter?J J Pollacco, R E Baker, P K MainiJournal of Mathematical Biology|December 21, 2006
A mechanism for morphogen-controlled domain growthR E Baker, P K MainiMathematical Biosciences|March 17, 2007
Travelling gradients in interacting morphogen systemsR E Baker, P K MainiJournal of Mathematical Biology|February 8, 2006
A mathematical investigation of a Clock and Wavefront model for somitogenesisR E Baker, S Schnell, P K MainiDevelopmental Biology|March 21, 2006
A clock and wavefront mechanism for somite formationR E Baker, S Schnell, P K MainiCell Systems|May 3, 2016
Rethinking Models of Pattern Formation in SomitogenesisP K Maini, R E Baker, S SchnellMathematical Medicine and Biology : a Journal of the IMA|July 2, 2004
A mathematical formulation for the cell-cycle model in somitogenesis: analysis, parameter constraints and numerical solutionsD McInerney, S Schnell, R E Baker, et al.Journal of Mathematical Biology|January 20, 2007
Dispersion relation in oscillatory reaction-diffusion systems with self-consistent flow in true slime moldH Yamada, T Nakagaki, R E Baker, et al.Journal of the Royal Society, Interface|June 7, 2013
The effect of sampling rate on observed statistics in a correlated random walkG Rosser, A G Fletcher, P K Maini, et al.Physical Review. E, Statistical, Nonlinear, and Soft Matter Physics|September 26, 2012
Nonlinear effects on Turing patterns: time oscillations and chaosJ L Aragón, R A Barrio, T E Woolley, et al.Pageof 19