This chapter studies the theory of value of games with infinitely many players.Games with infinitely many players are …-handed influence. The interactions are modeled as cooperative games with a continuum of players. In general, the continuum consists of … framework for mathematical analysis, and approximates the results for large finite games well. Also, it enables a unified view …

models of communication and hierarchy restrictions in cooperative games, compare different network structures with each other … illustrate these network structures by applying them to cooperative games with restricted cooperation. …

marginal contribution is a relevant means of allocating all the refinery’s CO2 emissions. The application of this allocation … rule leads to interesting results which can be used in a well-to-wheel life cycle assessment. In fact, this allocation rule …

games are given and bi-monotonic allocation schemes related to players' levels are introduced for such games. It turns out …This paper deals with a new class of multi-choice games, the class of multi-choice total clan games. The structure of … that some elements in the core of a multi-choice total clan game are extendable to such bi-monotonic allocation schemes via …

In this paper we introduce games with optimistic aspirations and identify attractive allocation rules for such games … not included in the coalition. We explain games with optimistic aspirations as well as our motivation for introducing such … games by means of an example …

Previous allocation rules for network games, such as the Myerson Value, implicitly or explicitly take the network … alternative network structures (not just sub-networks) can and should influence the allocation of value among players on any given … network structure. I present a family of allocation rules that incorporate information about alternative network structures …