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Bulletin of Mathematical Biology
|
February 21, 2021
Invading and Receding Sharp-Fronted Travelling Waves
Maud El-Hachem, Scott W McCue, Matthew J Simpson
Mathematical Medicine and Biology : a Journal of the IMA
|
July 12, 2022
Non-vanishing sharp-fronted travelling wave solutions of the Fisher-Kolmogorov model
Maud El-Hachem, Scott W McCue, Matthew J Simpson
Mathematical Biosciences
|
May 14, 2013
Travelling waves for a velocity-jump model of cell migration and proliferation
Matthew J Simpson, Brody H Foy, Scott W McCue
Bulletin of Mathematical Biology
|
June 30, 2017
A Bayesian Computational Approach to Explore the Optimal Duration of a Cell Proliferation Assay
Alexander P Browning, Scott W McCue, Matthew J Simpson
Bulletin of Mathematical Biology
|
March 3, 2022
A Continuum Mathematical Model of Substrate-Mediated Tissue Growth
Maud El-Hachem, Scott W McCue, Matthew J Simpson
Wound Repair and Regeneration : Official Publication of the Wound Healing Society [And] the European Tissue Repair Society
|
February 9, 2012
Clinical strategies for the alleviation of contractures from a predictive mathematical model of dermal repair
Kelly E Murphy, Scott W McCue, D L Sean McElwain
Journal of Nanoscience and Nanotechnology
|
May 16, 2009
Nanoparticle melting as a stefan moving boundary problem
Bisheng Wu, Pei Tillman, Scott W McCue, et al.
Physical Biology
|
October 8, 2016
Stochastic simulation tools and continuum models for describing two-dimensional collective cell spreading with universal growth functions
Wang Jin, Catherine J Penington, Scott W McCue, et al.
Plos One
|
July 28, 2017
A computational modelling framework to quantify the effects of passaging cell lines
Wang Jin, Catherine J Penington, Scott W McCue, et al.
Physical Review. E, Statistical, Nonlinear, and Soft Matter Physics
|
December 17, 2013
Simplified approach for calculating moments of action for linear reaction-diffusion equations
Adam J Ellery, Matthew J Simpson, Scott W McCue, et al.
Page
of 5
Search research articles
Search
Showing results (11-20 of 43) with videos related to
Sort By:
Page
of 5
Bulletin of Mathematical Biology
|
February 21, 2021
Invading and Receding Sharp-Fronted Travelling Waves
Maud El-Hachem, Scott W McCue, Matthew J Simpson
Mathematical Medicine and Biology : a Journal of the IMA
|
July 12, 2022
Non-vanishing sharp-fronted travelling wave solutions of the Fisher-Kolmogorov model
Maud El-Hachem, Scott W McCue, Matthew J Simpson
Mathematical Biosciences
|
May 14, 2013
Travelling waves for a velocity-jump model of cell migration and proliferation
Matthew J Simpson, Brody H Foy, Scott W McCue
Bulletin of Mathematical Biology
|
June 30, 2017
A Bayesian Computational Approach to Explore the Optimal Duration of a Cell Proliferation Assay
Alexander P Browning, Scott W McCue, Matthew J Simpson
Bulletin of Mathematical Biology
|
March 3, 2022
A Continuum Mathematical Model of Substrate-Mediated Tissue Growth
Maud El-Hachem, Scott W McCue, Matthew J Simpson
Wound Repair and Regeneration : Official Publication of the Wound Healing Society [And] the European Tissue Repair Society
|
February 9, 2012
Clinical strategies for the alleviation of contractures from a predictive mathematical model of dermal repair
Kelly E Murphy, Scott W McCue, D L Sean McElwain
Journal of Nanoscience and Nanotechnology
|
May 16, 2009
Nanoparticle melting as a stefan moving boundary problem
Bisheng Wu, Pei Tillman, Scott W McCue, et al.
Physical Biology
|
October 8, 2016
Stochastic simulation tools and continuum models for describing two-dimensional collective cell spreading with universal growth functions
Wang Jin, Catherine J Penington, Scott W McCue, et al.
Plos One
|
July 28, 2017
A computational modelling framework to quantify the effects of passaging cell lines
Wang Jin, Catherine J Penington, Scott W McCue, et al.
Physical Review. E, Statistical, Nonlinear, and Soft Matter Physics
|
December 17, 2013
Simplified approach for calculating moments of action for linear reaction-diffusion equations
Adam J Ellery, Matthew J Simpson, Scott W McCue, et al.
Page
of 5