ChenSSheyJ.Kinetic sodium equation with built-in rate of correction: aid to prescribing therapy for hyponatremia or hypernatremia. J Onco-nephrology2017; 1: 143–220.
2.
NguyenMKKurtzI.A new quantitative approach to the treatment of the dysnatremias. Clin Exp Nephrol2003; 7(2): 125–137.
3.
RoseBDPostT.Clinical physiology of acid base & electrolyte disorders. New York: McGraw-Hill, 2001.
4.
EdelmanISLeibmanJO’MearaMPet al. Interrelations between serum sodium concentration, serum osmolarity and total exchangeable sodium, total exchangeable potassium and total body water. J Clin Invest1958; 37(9): 1236–1256.
5.
NguyenMKKurtzI.Quantitative interrelationship between Gibbs-Donnan equilibrium, osmolality of body fluid compartments, and plasma water sodium concentration. J Appl Physiol2006; 100(4): 1293–1300.
6.
NguyenMKKurtzI.Is the osmotically inactive sodium storage pool fixed or variable?J Appl Physiol2007; 102(1): 445–447.
7.
NguyenMKKurtzI.New insights into the pathophysiology of the dysnatremias: a quantitative analysis. Am J Physiol Renal Physiol2004; 287(2): F172–F180.
8.
NguyenMKKurtzI.Determinants of plasma water sodium concentration as reflected in the Edelman equation: role of osmotic and Gibbs-Donnan equilibrium. Am J Physiol Renal Physiol2004; 286(5): F828–F837.
NguyenMKNguyenDSNguyenMK.Osmotically inactive sodium and potassium storage: lessons learned from the Edelman and Boling data. Am J Physiol Renal Physiol2016; 311(3): F539–F547.
11.
DorringtonKL.Master dysnatremia equation for Gibbs-Donnan equilibrium and plasma sodium concentration: proof or spoof?J Appl Physiol2008; 104(2): 569, author reply 570–572.
12.
RingT.Master equation for dysnatremia or intractable abracadabra. J Appl Physiol2006; 101(2): 692–693, author reply 693–694.
13.
RingT.Quantitative analysis of the dysnatremias. Kidney Int2006; 69(2): 416.
14.
WolfMB.Comment on osmotically inactive ions. Am J Physiol Renal Physiol2016; 311(6): F1393–F1394.
