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In this study, we develop an improved approach to the original finite water-content method (referred to as TO method hereinafter) that better simulates diffusive effects but retains the robustness of the TO method.
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One is based on the quasi-Newton method (hereinafter called QN method).
The other is based on the differential evolution method (hereinafter called DE method), where we are not able to evaluate confidence intervals.
Cross et al.'s [9] method (hereinafter the CCNM) models the body as 14 cylinders.
For the sake of convenience, the first method is called the "replacement method" and the second method is called the "insertion method" hereinafter.
The other weight and height-based methods differ from Dubois and Dubois' method (hereinafter the DDM) and from each other simply in the coefficients and exponents employed.
We used the value obtained by the hot-phenol method hereinafter.
Note that hereinafter the scaling parameters of (widetilde {m}) are dropped to simplify the notations.
In this section we apply the proposed method of solution, hereinafter referred to as the spectral relaxation method (SRM), to solve the governing non-dimensional equations (14) to (17).
This study was carried out in the Netherlands and was part of a larger evaluation study of the Dutch Hospital Patient Safety Program (hereinafter 'Safety Program') that was carried out during the final year of the programme (box 1).
In the previous report, we divided the country into east, central, and west Japan, as shown in Fig. 1, and constructed a carbon balance estimation model (hereinafter "previous model") that takes into account the flow of HWPs between these regions.
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