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The osmotic virial equation has been shown to be versatile in its ability to describe the solution properties of many types of solutes in aqueous systems including sugars, electrolytes, cryoprotectants, macromolecules, proteins, alcohols, starches, etc.
We now describe the solution method for bond options.
In this section we describe the solution algorithms used for our analysis.
We now describe the solution space of the implicit dynamic equation (2.3).
Taking the Lagrange multiplier λ of the two-period mean constraint as the free variable in place of m, we may describe the solution in terms of λ.
Therefore, the analysis that we have for the equations having constant coefficients to describe the solution may not be held globally for equations with variable coefficients.
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We describe the solutions we have adopted for these problem areas.
Using the generalized Lyusternik theorem, we can describe the solutions belonging to the tangent cone T 1 M ( 0, 0,).
In this work, we describe the solution-structure determination of a JAZ zinc finger domain by NMR and structural characterization of the complex between this zinc finger and dsRNA sequences derived from VAI, a viral RNA that is known to bind JAZ, and from pre-miR34a, a human microRNA of known function with long stretches of dsRNA.
The book describes the solution of one barely+manageable problem after another -- the initial budget deal, the Mexican crisis, avoiding a government shutdown over+the debt ceiling, the Asian financial crisis, the insolvency of the giant Long-Term Capital Management hedge fund.
Section 3 describes the solution methodology.
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