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A M Weinstein

Showing results (1-10 of 95) with videos related to

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The American Journal of Physiology|November 1, 1984
Transport by epithelia with compliant lateral intercellular spaces: asymmetric oncotic effects across the rat proximal tubuleA M Weinstein
The American Journal of Physiology|November 1, 1992
Chloride transport in a mathematical model of the rat proximal tubuleA M Weinstein
Bulletin of Mathematical Biology|September 21, 2007
Modeling epithelial cell homeostasis: steady-state analysisA M Weinstein
The American Journal of Physiology|May 1, 1986
Osmotic diuresis in a mathematical model of the rat proximal tubuleA M Weinstein
Annual Review of Physiology|January 1, 1994
Mathematical models of tubular transportA M Weinstein
Experimental Nephrology|September 8, 1998
Insights from mathematical modeling of renal tubular functionA M Weinstein
Bulletin of Mathematical Biology|January 1, 1986
An equation for flow in the renal proximal tubuleA M Weinstein
Health Management Technology|May 16, 2001
The bandwagon is outside waiting. Eliminating the obstacles to automated and online prescription systemsA M Weinstein
American Journal of Physiology. Renal Physiology|May 16, 2001
A mathematical model of rat cortical collecting duct: determinants of the transtubular potassium gradientA M Weinstein
American Journal of Physiology. Renal Physiology|July 15, 2000
A mathematical model of the outer medullary collecting duct of the ratA M Weinstein
Pageof 10

Showing results (1-10 of 95) with videos related to

Sort By:
Pageof 10
The American Journal of Physiology|November 1, 1984
Transport by epithelia with compliant lateral intercellular spaces: asymmetric oncotic effects across the rat proximal tubuleA M Weinstein
The American Journal of Physiology|November 1, 1992
Chloride transport in a mathematical model of the rat proximal tubuleA M Weinstein
Bulletin of Mathematical Biology|September 21, 2007
Modeling epithelial cell homeostasis: steady-state analysisA M Weinstein
The American Journal of Physiology|May 1, 1986
Osmotic diuresis in a mathematical model of the rat proximal tubuleA M Weinstein
Annual Review of Physiology|January 1, 1994
Mathematical models of tubular transportA M Weinstein
Experimental Nephrology|September 8, 1998
Insights from mathematical modeling of renal tubular functionA M Weinstein
Bulletin of Mathematical Biology|January 1, 1986
An equation for flow in the renal proximal tubuleA M Weinstein
Health Management Technology|May 16, 2001
The bandwagon is outside waiting. Eliminating the obstacles to automated and online prescription systemsA M Weinstein
American Journal of Physiology. Renal Physiology|May 16, 2001
A mathematical model of rat cortical collecting duct: determinants of the transtubular potassium gradientA M Weinstein
American Journal of Physiology. Renal Physiology|July 15, 2000
A mathematical model of the outer medullary collecting duct of the ratA M Weinstein
Pageof 10