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Exact(53)
Let X be a compact convex subset of a locally convex space.
In this paper, let Σ⊂R6 be a compact convex hypersurface which carries exactly three geometrically distinct closed characteristics.
Let A⊂Rd, d⩾2, be a compact convex set and let μ="ϱ0dx be a probability measure on A equivalent to the restriction of Lebesgue measure.
Let D be a compact convex set in R n.
Let (Msubset R^{m+1}) be a compact convex hypersurface.
Let C be a compact convex set in.
Let φ be a compact convex set in.
Let be a compact convex set in The support function is defined by (1.2).
Let (M^{m}) be a compact convex hypersurface in (R^{m+1}).
Similar(2)
Let K be a compact convex subset of (mathbb{R}^{n}).
(i Let be a -compact convex base of and the set of extremal points of.
More suggestions(15)
be a differentiable convex
be a uniformly convex
be a compact space
be a symmetric convex
be a compact car
be a compact hyperconvex
be a nonempty convex
be a compact group
be a compact process
be a compact linear
be a compact subset
be a compact interval
be a compact operator
be a nonnegative convex
be a compact map
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Justyna Jupowicz-Kozak
CEO of Professional Science Editing for Scientists @ prosciediting.com