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Notice that ${\varnothing}\subseteq A$, for every set $A$.
New standard curves were generated for every set of experiments.
They differ on the interpretation of the phrase "for every set of objects".
Then, for every set of initial conditions, (2.2). has a unique solution.
Further, for every Set where is the Radial metric defined by (3.48).
Then for every set of initial conditions, the difference equation (2.2). has a unique solution.
For every set we denote by the characteristic function of the set.
A subset is a weighted -net for if for every set in s.t., we have that.
Black pixels were "painted" on the original image for every set of coordinates searched.
The Additional file 2: Table S2 – S19 give detailed statistics on SMARTS properties for every set.
For every set of nodes, the results were averaged over 20 runs.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com