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Although fundamental relationships between the fitting parameters and a molecular property are not yet available, it is shown, that in a first approximation the values of K1 are related to differences between the solubility parameters of the copolymer components.
Here we investigate an approach which makes use of neural networks appropriately trained on the results of a Monte Carlo system reliability/availability evaluation to quickly provide with reasonable approximation, the values of the quantities of interest for the sensitivity analyses.
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As an approximation, the value of εc for catalase was assumed to be the same as those for calculated for lysozyme.
In the linear approximation, the value of the wavenumber associated with the largest positive amplification rate dominates the evolution of the instabilities; we will denote this wavenumber as kmax.
One way to improve the approximation is to use importance sampling in which several values of θ ∗ are drawn from the Normal approximation, and the values of R are computed and used in choosing one of the θ ∗ values (Rubin, 1987b, 2003).
Hence in the search for a theory of quantum mechanics it became a methodological requirement to Bohr that any further theory of the atom should predict values in domains of high quantum numbers that should be a close approximation to the values of classical physics.
However, Titze [ 13] reports an approximation of the values of the frequency of F1 and F2 in cases of narrower vocal tract.
As a by-product of our methods, we obtained the high order approximations to the values of (u') as well, at each grid point.
Approximations of the values of, (the mutation rates corresponding to the transitions from A T to G C and from G C to A T, respectively) and f (the fraction of recombination hotspots in DNA sequences) for the model of gBGC linked to mitotic recombination were found as follows.
He criticized Nicholas of Cusa's approximations and methods to approximate the value of π and gave the approximation 3.14343.
We consider the problem of designing approximation schemes for the values of mean-payoff games.
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