We provide new characterization results for the value of games in partition function form. In particular, we use the potential of a game to define the value. We also provide a characterization of the class of values which satises one form of reduced game consistency.

We provide new characterization results for the value of games in partition function form. In particular, we use the potential of a game to dene the value. We also provide a characterization of the class of values which satises one form of reduced game consistency.

We provide new characterization results for the value of games in partition function form. In particular, we use the potential of a game to define the value. We also provide a characterization of the class of values which satisfies one form of reduced game consistency.

We propose a new cost allocation rule for minimum cost Spanning tree games. The new rule is a core selection and also satisfices cost monotonicity. We also give charqcterization theorems for the new rule as well as the much-studied Bird allocation. We show that the principal difference between...

We propose a new cost allocation rule for minimum cost spanning tree games. The new rule is a core selection and also satis…es cost monotonicity. We also give characterization theorems for the new rule as well as the much-studied Bird allocation. We show that the principal di¤erence between...

We report results from two different settings of a 3-player ultimatum game. Under the monocratic rule, a player is randomly selected to make an offer to two receivers. Under the democratic rule, all three players make a proposal, and one proposal is then extracted. A majority vote is required to...

We view achieving a particular correlated equilibrium distribution for a normal form game as an implementation problem. We show, using a parametric version of the two-person Chicken game and a wide class of correlated equilibrium distributions, that a social choice function that chooses a...