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Ruth E Baker

Showing results (51-60 of 159) with videos related to

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Physical Biology|November 25, 2015
Calculating the Fickian diffusivity for a lattice-based random walk with agents and obstacles of different shapes and sizesAdam J Ellery, Ruth E Baker, Matthew J Simpson
Physical Review. E|May 14, 2016
Filling the gaps: A robust description of adhesive birth-death-movement processesStuart T Johnston, Ruth E Baker, Matthew J Simpson
Bulletin of Mathematical Biology|March 1, 2019
Using Experimental Data and Information Criteria to Guide Model Selection for Reaction-Diffusion Problems in Mathematical BiologyDavid J Warne, Ruth E Baker, Matthew J Simpson
Physical Review. E, Statistical, Nonlinear, and Soft Matter Physics|September 26, 2012
Mean-field descriptions of collective migration with strong adhesionStuart T Johnston, Matthew J Simpson, Ruth E Baker
Journal of Theoretical Biology|February 4, 2015
Modelling the movement of interacting cell populations: a moment dynamics approachStuart T Johnston, Matthew J Simpson, Ruth E Baker
Bulletin of Mathematical Biology|August 20, 2024
Make the Most of Your Society JournalMatthew J Simpson, Reinhard C Laubenbacher, Ruth E Baker
Journal of the Royal Society, Interface|January 14, 2025
Random walk models in the life sciences: including births, deaths and local interactionsMichael J Plank, Matthew J Simpson, Ruth E Baker
Physical Biology|September 7, 2016
An analytical method for disentangling the roles of adhesion and crowding for random walk models on a crowded latticeAdam J Ellery, Ruth E Baker, Matthew J Simpson
Journal of Theoretical Biology|September 7, 2019
Continuum descriptions of spatial spreading for heterogeneous cell populations: Theory and experimentOleksii M Matsiaka, Ruth E Baker, Matthew J Simpson
Science (New York, N.Y.)|December 2, 2006
Developmental biology. The Turing model comes of molecular agePhilip K Maini, Ruth E Baker, Cheng-Ming Chuong
Pageof 16

Showing results (51-60 of 159) with videos related to

Sort By:
Pageof 16
Physical Biology|November 25, 2015
Calculating the Fickian diffusivity for a lattice-based random walk with agents and obstacles of different shapes and sizesAdam J Ellery, Ruth E Baker, Matthew J Simpson
Physical Review. E|May 14, 2016
Filling the gaps: A robust description of adhesive birth-death-movement processesStuart T Johnston, Ruth E Baker, Matthew J Simpson
Bulletin of Mathematical Biology|March 1, 2019
Using Experimental Data and Information Criteria to Guide Model Selection for Reaction-Diffusion Problems in Mathematical BiologyDavid J Warne, Ruth E Baker, Matthew J Simpson
Physical Review. E, Statistical, Nonlinear, and Soft Matter Physics|September 26, 2012
Mean-field descriptions of collective migration with strong adhesionStuart T Johnston, Matthew J Simpson, Ruth E Baker
Journal of Theoretical Biology|February 4, 2015
Modelling the movement of interacting cell populations: a moment dynamics approachStuart T Johnston, Matthew J Simpson, Ruth E Baker
Bulletin of Mathematical Biology|August 20, 2024
Make the Most of Your Society JournalMatthew J Simpson, Reinhard C Laubenbacher, Ruth E Baker
Journal of the Royal Society, Interface|January 14, 2025
Random walk models in the life sciences: including births, deaths and local interactionsMichael J Plank, Matthew J Simpson, Ruth E Baker
Physical Biology|September 7, 2016
An analytical method for disentangling the roles of adhesion and crowding for random walk models on a crowded latticeAdam J Ellery, Ruth E Baker, Matthew J Simpson
Journal of Theoretical Biology|September 7, 2019
Continuum descriptions of spatial spreading for heterogeneous cell populations: Theory and experimentOleksii M Matsiaka, Ruth E Baker, Matthew J Simpson
Science (New York, N.Y.)|December 2, 2006
Developmental biology. The Turing model comes of molecular agePhilip K Maini, Ruth E Baker, Cheng-Ming Chuong
Pageof 16