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It yielded that a maximum attenuation of the higher order modes is reached for specific heights and widths of the ribs.
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Since is uniformly smooth and strictly convex, by Remark 2.1 ii) it yields that is hemi-continuous.
However, from our analysis of these online repositories, it yields that, unlike traditional software libraries, they rely on little metadata to support service discovery.
When, it yields that.
Indeed, it yields that (24).
For any, it yields that.
It yields that σ = 0.
Note that is hemicontinuous, it yields that.
In view of Lemma 2.5, it yields that (3.7).
It yields that, which proves the uniqness of.
and hence for any, it yields that (3.7).
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CEO of Professional Science Editing for Scientists @ prosciediting.com