Show that for any two imputations x y in the core of a
Prove that the core is a convex set.
That is, show that for any two imputations x, y in the core of a coalitional game (N; v), and for all α ∈ [0, 1], the imputation αx + (1 - α)y is also in the core of the game (N; v).
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when analyzing the effects of global media around the world scholars interested in cultural globalization often
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prove that the core is a convex setthat is show that for any two imputations x y in the core of a coalitional game n v
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browse through a recent issue of a sociology journal in order to do so i recommend searching the jstor database
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suppose that you are given an equilateral triangle with x being a point in the triangle denote by x1 x2 x3nbspthe
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