Let p be a polyhedron with at least one extreme point is it
Let P be a polyhedron with at least one extreme point. Is it possible to express an arbitrary element of P as a convex combination of its extreme points plus a nonnegative multiple of a single extreme ray?
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let p be a polyhedron with at least one extreme point is it possible to express an arbitrary element of p as a convex
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1 the plant managers salary is an example of aa unit-level activityb batch-level activityc product-level activityd
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