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Bulletin of Mathematical Biology|June 24, 2006
A mathematical model of integrin-mediated haptotactic cell migrationD G Mallet, G J PettetJournal of Theoretical Biology|March 6, 2012
Active regulation of the epidermal calcium profileM P Adams, D G Mallet, G J PettetMathematical Biosciences|February 17, 1999
Modelling the action of proteinase and inhibitor in tissue invasionK A Landman, G J PettetBulletin of Mathematical Biology|May 1, 1993
Cell migration in multicell spheroids: swimming against the tideD L McElwain, G J PettetIMA Journal of Mathematics Applied in Medicine and Biology|March 29, 2001
Lotka-Volterra equations with chemotaxis: walls, barriers and travelling wavesG J Pettet, D L McElwain, J NorburySpine|July 29, 1999
Difficulties in estimating muscle forces from muscle cross-sectional area. An example using the psoas major muscleM L Gatton, M J Pearcy, G J PettetISRN Oncology|April 24, 2012
In silico experimental modeling of cancer treatmentTrisilowati, D G MalletMedical & Biological Engineering & Computing|August 22, 2007
Parametric equations to represent the profile of the human intervertebral disc in the transverse planeJ Paige Little, M J Pearcy, G J PettetBulletin of Mathematical Biology|April 5, 2003
Mathematical models of cell colonization of uniformly growing domainsK A Landman, G J Pettet, D F NewgreenBiotechnology Progress|July 17, 2018
SpheroidSim-Preliminary evaluation of a new computational tool to predict the influence of cell cycle time and phase fraction on spheroid growthJ P Little, G J Pettet, D W Hutmacher, et al.Pageof 2