A mathematical model comprising conservation of mass, momentum, and ions for a hydrogel subject to alterations of the solution pH is derived, analyzed, validated and presented.
A new piecewise-polynomial interface method (PIM) for discretizing elliptic problems with complex interfaces between high-contrast materials is derived, analyzed and tested.
Sparse linear programming (SPLP) [ 10] represents a third approach which has been applied to a large microarray dataset derived analyzing from liver gene expression of compound-treated rats.
In this section we will derive and analyze a polynomial method, which was already found by Rao and Edelman [20].
Additionally, we derive and analyze the interface curvature and profile of the fluid menisci in different tubes.
In this manuscript we derive and analyze the analytical solution for small concave lenses bounded with different spherical surfaces.
We derive and analyze the fundamental mathematical and geometric properties of these difference points for individual and aggregated units.
We derive and analyze an Asymptotic-Preserving scheme for the Euler Maxwell system in the quasi-neutral limit.
Noncompartmental methods and descriptive statistics were used to derive and analyze the pharmacokinetic parameters.
Also in that section, we derive and analyze the model of bimolecular binding probabilities.
