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Snell cleverly combined Archimedean method with trigonometry, and showed that for each pair of bounds on π given by the classical method, considerably closer bounds can be obtained.
Controlled experiments from the murine B16 F10 melanoma were extrapolated upon to provide somewhat closer bounds for the parameter choices.
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Then Σ is nonempty, closed, bounded and convex.
Obviously, the set D is closed, bounded and compact.
It is obvious that (D_{2}) is closed, bounded, and convex.
Clearly, the subset is closed, bounded, and convex.
It is obvious that is closed, bounded, and convex.
Let denote the set of nonempty closed bounded subsets of.
In addition, if there exists a nonempty, closed, bounded, and convex -sublattice such that is a nonempty closed bounded and convex -sublattice in, then is solvable.
Let be a nonempty closed bounded convex subset of a Banach space such that.
It is known that is also closed bounded and convex in and that.
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com