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We develop a model of assignment games with pairwise-identitydependent externalities. A concept of conjectural equilibrium is proposed, and the universal conjecture is shown to be the necessary and sufficient condition for the general existence of equilibrium. We then apply the solution concept...
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the core andthe payoff vector is an element of payoff sets of all graphs in some balanced collection ofgraphs. We prove … determinedthat depends on the relative positions of the players within the graph.A collection of graphs will be called balanced if to … ones. We then define the balanced-core as a refinement ofthe core. A payoff vector lies in the balanced-core if it lies in …
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that although the game is not convex its core is always non-empty. Furthermore we provide a painting algorithm for large …
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