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In some situations the μ=0 assumption and even the simple normality assumption may be relaxed, as in the next Section, for example.
In this subsection, we will review several consequences of (ABHN) that will be needed in Corollary 3.8 below as well as in the next section.
Noticing that (5a) and the penalty term (6) for (5b) have quite similar expressions, we can combine these two together by the Courant penalty function technique[12] as in the next section.
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This would require primary research into the development of a WELBY (as described in the next section), as well as analyses of secondary data sources.
Therefore, we constrained these parameters as much as possible based on the local observations in the focal area as detailed in the next section.
As discussed in the next section we take Ca2+ ions as the diffusion species.
However, this is optimized as shown in the next section.
Common oxide glasses are chemically more complex than SiO2, as discussed in the next section.
However, there are a few exceptions to this rule, as explained in the next section.
It is also vital for incorporating explicit electronic degrees of freedom into ReaxFF, as described in the next section.
Most of these pores occur between mineral particles (described as InterM in the next section) (Fig. 2E).
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