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Biomechanics and Modeling in Mechanobiology|April 24, 2021
A formalism for modelling traction forces and cell shape evolution during cell migration in various biomedical processesQ Peng, F J Vermolen, D WeihsBulletin of Mathematical Biology|August 2, 2020
A Cellular Automata Model of Oncolytic Virotherapy in Pancreatic CancerJ Chen, D Weihs, F J VermolenJournal of Mathematical Biology|September 3, 2022
Upscaling between an agent-based model (smoothed particle approach) and a continuum-based model for skin contractionsQ Peng, F J VermolenBiomechanics and Modeling in Mechanobiology|April 11, 2022
Comparison between a phenomenological approach and a morphoelasticity approach regarding the displacement of extracellular matrixQ Peng, W S Gorter, F J VermolenAnnals of Biomedical Engineering|February 12, 2015
Towards a Mathematical Formalism for Semi-stochastic Cell-Level Computational Modeling of Tumor InitiationF J Vermolen, R P van der Meijden, M van Es, et al.Biomechanics and Modeling in Mechanobiology|March 29, 2011
A semi-stochastic cell-based formalism to model the dynamics of migration of cells in coloniesF J Vermolen, A GefenJournal of Theoretical Biology|November 14, 2012
A semi-stochastic cell-based model for in vitro infected 'wound' healing through motility reduction: a simulation studyF J Vermolen, A GefenBiomechanics and Modeling in Mechanobiology|May 25, 2012
A phenomenological model for chemico-mechanically induced cell shape changes during migration and cell-cell contactsF J Vermolen, A GefenJournal of Tissue Viability|December 22, 2009
Computer simulations from a finite-element model for wound contraction and closureF J Vermolen, E JavierreJournal of Mathematical Biology|November 11, 2011
A finite-element model for healing of cutaneous wounds combining contraction, angiogenesis and closureF J Vermolen, E JavierrePageof 36