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Exact(8)
The potential use of the approximation models with regard to optimisation and design sensitivity studies is discussed and the expected time savings described.
The use of the approximation in the performance modelling and design of M/G/1/K systems is also explored in order to demonstrate the practical usefulness of the concepts contained within the paper.
In this paper, we develop an approximation method to compute the objective function of the two-stage FMRP, and discuss the convergent results about the use of the approximation method in FMRP, including the convergence of the objective value, optimal value, and the optimal solutions.
The proof is similar to that of Lemma 5.3 and hence omitted, though here we make use of the approximation (5.4) rather than (5.5).
Second, the number of searches may not be large enough for accurate use of the approximation γ*s+1 ~ γ*s in the derivation.
These terms were omitted in (7), which explains the use of the approximation symbol, as they only cause a negligible variation of sidelobes in the AF surface compared to the exact expression.
Similar(52)
Some interesting uses of the approximation of signals utilized as a part of this manuscript have additionally been highlighted.
The ratio between the tangible assets and the total of assets are used for the approximation of this variable.
While the use of this approximation is computationally efficient, it does not use all information available in the tree.
The N B ^ estimator is also an approximation to the full likelihood, but makes use of the continuous approximation to simplify the calculations.
The boundary element method is used for the approximation of this problem.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com