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If W is the set of all worlds, let $ be a function from worlds to sets of subsets of W, so that $(w) = {S1, S2, …, Sn}, with S1 ⊆ S2 ⊆ … ⊆ Sn = W. Worlds within a given sphere Si, 1 ≤ i ≤ n, are more similar to w than worlds outside it.
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In addition, for a given sphere diameter, FCC packing featured larger equilibrium capacitance than SC packing.
In a given sphere, only 5 10% of the population possesses the self-renewal capacity to form new spheres when plated (Figure 6B).
(b) What is the mean number of pinwheels within a given subset of the sphere, relative to the (spherical) area of this subset?
What is the mean number of pinwheels within a given subset of the sphere, relative to the (spherical) area of this subset?
The zones obtained are the maximal singularity-free spheres or hyper-spheres for a given centre configuration within a given workspace.
Here the summation is over the observed bond lengths, R i, in a given geometric coordination sphere.
Within the sphere of a given language, however, it is also possible that the community of researchers and clinicians interested in the topic may be very small and well covered by the publishing journal.
(The smallest surface area enclosing a given volume is provided by a sphere).
For finite objects consisting of spheres our results in [ 10] suggest that a sphere of a given diameter acts roughly like half the period of a periodic pattern.
All spheres in a given well were counted, and the results were expressed as a percentage of the plated cells.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com