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For n⩾2, even, we obtain also an uniform decay of local energy assuming that Rχ z) has no poles z∈C, |z|⩾1, and Rχ z) remains bounded for z in a small neighborhood of 0.
Similarly to p Z (z), by assuming the PDFs p X (x) and p ν are even, we obtain the mirror property p R (r - 2c|b = 0) = p R (-r|b = 1) for d = - Δ 2 and the symmetric property p R (r - 2c|b) = p R (-r|b) for d = 0.
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Thus, substituting "divisible by 2" for "even" in "even number", we obtain "number divisible by 2" which has the same content.
Furthermore, considering M as even number, we obtain the maximum rate ( R_{2 - M}^{ hbox{max} } ) at a = M/2.
Even though we obtain maximized actuating force, the flux density by the MST array is seriously distorted from ideal sinusoidal flux density with respect to mover position.
Second, even though we obtain data from over 1600 gun owners, only 2.4% reported a gun theft in the previous 5 years, resulting in limited statistical power.
Similarly, when we assume n as even, then we obtain y 2 m + k = y 2 m for all k ≥ 1, and so { y n } is a Cauchy sequence.
Even though we obtain reasonable qualitative agreement, it cannot be simply improved by just using a few experimentally determined kinetic parameters.
Even if we obtain a small decrease in the precision, the improvement in the recall is remarkable: changes from 0.343 in the baseline to 0.826 in the first approach and 0.747 in the second approach.
Eliminating only Val (because Gly might have evolved very early on through interconversion with Ser [ 9, 44- 47]) or eliminating only Gly because Val is derived directly from pyruvate in a number of biosynthetic steps that, in qualitative terms, evolved rapidly and are not even numerous, we obtain a P = 0.0010 (a = 4, b = 1, c = 0, d = 15) that is still highly significant.
⟸) By Lemma 3.5 and j is even, we can obtain (mathrm{e}^{z}leq R z)), which implies that (mathrm{e}^{p}leq R z)^{m}leqfrac{q}{p+q}) for (mgeq M).
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Since I tried Ludwig back in 2017, I have been constantly using it in both editing and translation. Ever since, I suggest it to my translators at ProSciEditing.

Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com