Suppose that n v is a coalitional game such that set of
Suppose that (N; v) is a coalitional game such that the set of imputations X(N; v) is nonempty, and such that the nucleolus x∗ differs from the prenucleolus x^.
Prove that the nucleolus is located on the boundary of the set X(N; v).
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suppose that n v is a coalitional game such that the set of imputations xn v is nonempty and such that the nucleolus
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1 give an example of a monotonic game that is not 0-monotonic2 show that a simple constant-sum game need not be
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