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American Journal of Physiology. Renal Physiology|November 20, 2009
A mathematical model of rat ascending Henle limb. III. Tubular functionAlan M WeinsteinAmerican Journal of Physiology. Renal Physiology|November 20, 2009
A mathematical model of rat ascending Henle limb. I. Cotransporter functionAlan M WeinsteinBulletin of Mathematical Biology|September 21, 2007
Modeling epithelial cell homeostasis: steady-state analysisA M WeinsteinThe American Journal of Physiology|May 1, 1986
Osmotic diuresis in a mathematical model of the rat proximal tubuleA M WeinsteinFrontiers in Behavioral Neuroscience|April 10, 2023
Reward, motivation and brain imaging in human healthy participants - A narrative reviewAviv M WeinsteinAmerican Journal of Physiology. Renal Physiology|October 22, 2002
A mathematical model of rat collecting duct. III. Paradigms for distal acidification defectsAlan M WeinsteinCancer Control : Journal of the Moffitt Cancer Center|February 15, 2001
Integrating palliative care in oncologyS M WeinsteinFrontiers in Psychiatry|October 17, 2017
An Update Overview on Brain Imaging Studies of Internet Gaming DisorderAviv M WeinsteinAmerican Journal of Physiology. Renal Physiology|February 10, 2017
A mathematical model of the rat kidney: K<sup>+</sup>-induced natriuresisAlan M WeinsteinExperimental Nephrology|September 8, 1998
Insights from mathematical modeling of renal tubular functionA M WeinsteinPageof 99