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We show that the Gibbs dividing plane, defined relative to the density of polymer segments, represents a hypothetical sharp boundary that separates regions where polymer chains assume melt-like characteristics, from those corresponding to the collapsed coil shapes expected for the chains on the vacuum side.
However, the areas under the two distributions to the right of the dividing plane can be the same.
In the simplest perceptron-like models [25], boundaries are planar, and spiking thus is determined by only a single (Euclidean) projection of the stimulus onto a vector normal to the dividing plane.
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Thus, the hexagonal tiling is optimal with respect to dividing the plane into equal areas and minimizing the perimeter.
"We divide the plane into six different sections in a rotating zone system," a spokeswoman, Judy Graham-Weaver, said.
He used negative coordinates freely, although it was Isaac Newton who unequivocally used two (oblique) axes to divide the plane into four quadrants, as shown in the figure.
Algorithm 2: A (1+ )-approximation scheme for MWKVMP.
The basic technique is the folloWeng.
The lines in the figure divide the plane into segments that are closer to a certain centroid than to the remaining ones.
We used the model of Case 1 for the initial values of the parameters of the divided fault plane, and the slip and rake angles were then estimated again using the same method.
end{aligned} (7 Locally, the lemniscate consists of 2k curved rays meeting at (z_0) and it divides the plane into 2k wedge-shaped sections with the angle (pi /k) at (z_0).
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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