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Biophysical Journal|August 16, 2005
A model for diffusion in white matter in the brainPabitra N Sen, Peter J BasserMagnetic Resonance Imaging|April 19, 2005
Modeling diffusion in white matter in the brain: a composite porous mediumPabitra N Sen, Peter J BasserPhysical Review. E, Statistical, Nonlinear, and Soft Matter Physics|February 9, 2005
Influence of local geometry and transition to dispersive regime by mechanical mixing in porous mediaRenaud Duplay, Pabitra N SenThe Journal of Chemical Physics|November 30, 2006
Time dependent diffusion in a disordered medium with partially absorbing walls: a perturbative approachJiang Qian, Pabitra N SenJournal of Magnetic Resonance (San Diego, Calif. : 1997)|October 22, 2003
Effects of finite-width pulses in the pulsed-field gradient measurement of the diffusion coefficient in connected porous mediaLukasz J Zielinski, Pabitra N SenJournal of Magnetic Resonance (San Diego, Calif. : 1997)|August 23, 2003
Restricted diffusion in grossly inhomogeneous fieldsLukasz J Zielinski, Pabitra N SenPhysical Review Letters|May 16, 2007
Taylor dispersion with absorbing boundaries: a stochastic approachRudro R Biswas, Pabitra N SenPhysical Review Letters|December 18, 2002
Spatial and temporal coarse graining for dispersion in randomly packed spheresUlrich M Scheven, Pabitra N SenMagnetic Resonance in Medicine|January 26, 2002
Relationships between diffusion tensor and q-space MRIPeter J BasserJournal of Integrative Neuroscience|July 31, 2004
Scaling laws for myelinated axons derived from an electrotonic core-conductor modelPeter J BasserPageof 19