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Exact(6)
Thus, we let so that for.
It is established already that ∂ x is the admitted generator, thus, we let c 2 = 0 without loss of generality.
Microbe-extinction solution describes that microbes are eventually absent from system (2), thus we let (x t)=0) in system (2), then system (2) changes to the following system: textstylebegin{cases} left.
Thus, we let.
Thus, we let the incubation period have a uniform distribution of 3 7 days (mean 5 days) and the infectious period a uniform distribution of 5 13 days (mean 9 days).
Thus, we let S ~ i 0 = ρ i D ~ i, i=1,2, where ρ i >0 is a scaling factor and apply the bioSDP algorithm separately to these two initial boxes, with ρ i =1; if the algorithm does not find a solution, it is re-applied iteratively with different values of ρ i in a predefined interval [ ρmin, ρmax], until a solution is found.
Similar(6)
Thus, we have proved: Let (H=H x,hD,h)) be a self-adjoint operator.
Let, thus we have that for any given, there exists and such that if, the output of jump system satisfies (521).
Thus, if we let (34).
Thus if we let (gamma(|u|)=(delta/alpha)^{frac{1}{p}}chi(|u| )), we can obtain biglvert x t) bigrvert leqgammabigl( Vert u Vert bigr), quad tgeq t_{1}.
The pattern size is 64; thus, if we let parts (i.e., 64 pixels) of the 16 × 16 block to be inter-predicted and the others are skipped, the setting can be used to approximate any of the patterns.
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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