Expected values for variable network games

Abstract A network game assigns a level of collectively generated wealth to every that can form on given set players. variable combines with formation probability distribution, describing certain restrictions formation. Expected levels and expected individual payoffs be formulated in this setting. We investigate properties the resulting as well variants well-established values allocation rules assign payoff players game. establish two axiomatizations Myerson Value, originally proven class communication situations, based component balance, equal bargaining power balanced contributions properties. Furthermore, we extend an established axiomatization Position Value link contribution property Value.