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Fabien Crauste

Showing results (1-10 of 26) with videos related to

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Mathematical Biosciences and Engineering : MBE|April 6, 2010
Global asymptotic stability and hopf bifurcation for a blood cell production modelFabien Crauste
Journal of Mathematical Biology|March 4, 2018
Existence and stability of periodic solutions of an impulsive differential equation and application to CD8 T-cell differentiationSimon Girel, Fabien Crauste
Journal of Theoretical Biology|April 11, 2006
Periodic oscillations in leukopoiesis models with two delaysMostafa Adimy, Fabien Crauste, Shigui Ruan
Bulletin of Mathematical Biology|November 7, 2006
Modelling hematopoiesis mediated by growth factors with applications to periodic hematological diseasesMostafa Adimy, Fabien Crauste, Shigui Ruan
Mathematical Biosciences|June 28, 2015
A mathematical model of leptin resistanceMarine Jacquier, Hédi A Soula, Fabien Crauste
Mathematical Biosciences|September 2, 2008
A delay reaction-diffusion model of the dynamics of botulinum in fishFabien Crauste, M Lhassan Hbid, Abdelaziz Kacha
In Silico Biology|April 23, 2019
Calibration, Selection and Identifiability Analysis of a Mathematical Model of the in vitro Erythropoiesis in Normal and Perturbed ContextsRonan Duchesne, Anissa Guillemin, Fabien Crauste, et al.
Journal of Theoretical Biology|January 2, 2010
Mathematical study of feedback control roles and relevance in stress erythropoiesisFabien Crauste, Ivan Demin, Olivier Gandrillon, et al.
International Review of Cell and Molecular Biology|January 13, 2019
In Silico Methods for Studying T Cell BiologyKatherine Grzesik, Kevin Eng, Fabien Crauste, et al.
BMC Bioinformatics|October 5, 2021
Practical identifiability in the frame of nonlinear mixed effects models: the example of the in vitro erythropoiesisRonan Duchesne, Anissa Guillemin, Olivier Gandrillon, et al.
Pageof 3

Showing results (1-10 of 26) with videos related to

Sort By:
Pageof 3
Mathematical Biosciences and Engineering : MBE|April 6, 2010
Global asymptotic stability and hopf bifurcation for a blood cell production modelFabien Crauste
Journal of Mathematical Biology|March 4, 2018
Existence and stability of periodic solutions of an impulsive differential equation and application to CD8 T-cell differentiationSimon Girel, Fabien Crauste
Journal of Theoretical Biology|April 11, 2006
Periodic oscillations in leukopoiesis models with two delaysMostafa Adimy, Fabien Crauste, Shigui Ruan
Bulletin of Mathematical Biology|November 7, 2006
Modelling hematopoiesis mediated by growth factors with applications to periodic hematological diseasesMostafa Adimy, Fabien Crauste, Shigui Ruan
Mathematical Biosciences|June 28, 2015
A mathematical model of leptin resistanceMarine Jacquier, Hédi A Soula, Fabien Crauste
Mathematical Biosciences|September 2, 2008
A delay reaction-diffusion model of the dynamics of botulinum in fishFabien Crauste, M Lhassan Hbid, Abdelaziz Kacha
In Silico Biology|April 23, 2019
Calibration, Selection and Identifiability Analysis of a Mathematical Model of the in vitro Erythropoiesis in Normal and Perturbed ContextsRonan Duchesne, Anissa Guillemin, Fabien Crauste, et al.
Journal of Theoretical Biology|January 2, 2010
Mathematical study of feedback control roles and relevance in stress erythropoiesisFabien Crauste, Ivan Demin, Olivier Gandrillon, et al.
International Review of Cell and Molecular Biology|January 13, 2019
In Silico Methods for Studying T Cell BiologyKatherine Grzesik, Kevin Eng, Fabien Crauste, et al.
BMC Bioinformatics|October 5, 2021
Practical identifiability in the frame of nonlinear mixed effects models: the example of the in vitro erythropoiesisRonan Duchesne, Anissa Guillemin, Olivier Gandrillon, et al.
Pageof 3