The Theory of Games and Markets |
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a₁ assume axioms balanced bargaining solution binary relation c₁ Clearly coalition compact computation consider convex convex set core Corollary course Definition differential game element equilibrium point equivalence classes EV(S Example finite follows game theory game tree given hence holds true implies inf sup Intuitively Lemma Let VEV linear Lipschitz continuous mapping market game maximal monotone Moreover Note obtain Obviously optimal strategies Pareto optimal payoff permutation invariant player preference proof of Theorem prove Remark represented rescaling satisfies set functions Shapley value Similarly solution concept Step subset superadditive Suppose T-unanimous threat point trivial uniquely defined utility function V₁ vector verify weakly X₁ ΘΕΩ ән ди дх მა