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Multiscale convergence properties for spectral approximations of a model kinetic equationChen, Zheng; Hauck, Cory D. · Mathematics of Computation · 2018
A multiscale model of cell mobility: From a kinetic to a hydrodynamic descriptionNieto, J.; Urrutia, L. · Journal of Mathematical Analysis and Applications · 2016
Numerical Simulation of a Multiscale Cell Motility Model Based on the Kinetic Theory of Active ParticlesKnopoff, Damián A.; Nieto, Juanjo; Urrutia, Luis · Symmetry · 2019
Corrigendum to “A multiscale model of cell mobility: From a kinetic to a hydrodynamic description” [J. Math. Anal. Appl. 433 (2) (2016) 1055–1071]Nieto, J.; Urrutia, L. · Journal of Mathematical Analysis and Applications · 2016
Multiscale modelling approach combining a kinetic model of glutathione metabolism with PBPK models of paracetamol and the potential glutathione-depletion biomarkers ophthalmic acid and 5-oxoproline in humans and ratsGeenen, Suzanne; Yates, James W. T.; Kenna, J. Gerry; Bois, Frederic Y.; Wilson, Ian D.; Westerhoff, Hans V. · Integrative Biology · 2013
SPIE Proceedings [SPIE SPIE Smart Structures and Materials + Nondestructive Evaluation and Health Monitoring - San Diego, California, USA (Sunday 8 March 2009)] Behavior and Mechanics of Multifunctional Materials and Composites 2009 - Predicting magnetorheological fluid flow behavior using a multiscale kinetic theory-based modelMahboob, Monon; Ounaies, Zoubeida; Li, Jiangyu; Ahmadkhanlou, Farzad; Kagarise, Christopher; Washington, Gregory; Bechtel, Stephen; Koelling, Kurt · 2009
Gelation of stochastic diffusion–coagulation systemsHans Babovsky · 2006
On Knudsen flows within thin tubesHans Babovsky · Journal of Statistical Physics · 1986
Boundary conditions in the diffusion limitBabovsky, Hans · Transport Theory and Statistical Physics · 1986
Identification of Scattering Media from Reflected FlowsBabovsky, Hans · SIAM Journal on Applied Mathematics · 1991
Indentification of Scattering Media from Reflected FlowsHans Babovsky · SIAM Journal on Applied Mathematics · 1991
Diffusion Limits for Flows in Thin LayersHans Babovsky · SIAM Journal on Applied Mathematics · 1996
Diffusion Limits for Flows in Thin LayersBabovsky, Hans · SIAM Journal on Applied Mathematics · 1996
MICROMAGNETICS OF THIN SHELLSSLASTIKOV, VALERIY · Mathematical Models and Methods in Applied Sciences · 2005
MODELING TUMOR IMMUNOLOGYLOLLINI, P.-L.; MOTTA, S.; PAPPALARDO, F. · Mathematical Models and Methods in Applied Sciences · 2006
THIN LAYERS IN MICROMAGNETISMCARBOU, G. · Mathematical Models and Methods in Applied Sciences · 2001
RELAXATION OF FLUID SYSTEMSCOQUEL, FRÉDÉRIC; GODLEWSKI, EDWIGE; SEGUIN, NICOLAS · Mathematical Models and Methods in Applied Sciences · 2012
Author Index Volume 6Mathematical Models and Methods in Applied Sciences · 1996
AUTHOR INDEX (Volume 8)Mathematical Models and Methods in Applied Sciences · 1998
AUTHOR INDEX (Volume 2)Mathematical Models and Methods in Applied Sciences · 1992
AUTHOR INDEX (Volume 4)Mathematical Models and Methods in Applied Sciences · 1994