I describe a new coalitional value from a non-cooperative point of view, assuming coalitions are formed for the purpose of bargaining. The idea is that all the players have the same chances to make proposals. This means that players maintain their own ¿right to talk¿ when joining a coalition. The resulting value coincides with the weighted Shapley value in the game between coalitions, with weights given by the size of the coalitions. I apply this value to an intriguing example presented by Krasa, Temimi and Yannelis (Journal of Mathematical Economics, 2003) and show that the Harsanyi paradox (forming a coalition may be disadvantageous) disappears. These results throw certain doubts on the reasonability of the Carrier axiom as presented by H...
In this paper we consider coalition configurations (Albizuri et al. in Games Econ Behav 57:1–17, 200...
We introduce a weighted version of the component e ¢ cient -value Casajus (2008, Games Econ Behav, f...
We present a generalization to the Harsanyi solution for non-transferable utility (NTU) games based ...
We describe a coalitional value from a non-cooperative point of view, assuming coalitions are formed...
We describe a coalitional value from a non-cooperative point of view, assuming coalitions are formed...
We introduce a non-cooperative model of bargaining when players are divided into coalitions. The mod...
One problem in cooperative game theory is to model situations when two players refuse to cooperate (...
"The authors propose a solution for bargaining problems where coalitions are bargainers. The solutio...
In the standard cooperative games, it is often implicitly assumed that any coalition may form and th...
We study three values for transferable utility games with coalition structure, including the Owen co...
We propose a modification of the Shapley value for monotonic games with a coalition structure. The r...
We propose a modification of the Shapley value for monotonic games with a coalition structure. The r...
A bargaining solution concept generalizing the Harsanyi NTU value is defined for cooperative games w...
This paper analyses the early contributions of John Harsanyi and Thomas C. Schelling to bargaining t...
We propose a modification of the Shapley value for monotonic games with a coalition structure. The r...
In this paper we consider coalition configurations (Albizuri et al. in Games Econ Behav 57:1–17, 200...
We introduce a weighted version of the component e ¢ cient -value Casajus (2008, Games Econ Behav, f...
We present a generalization to the Harsanyi solution for non-transferable utility (NTU) games based ...
We describe a coalitional value from a non-cooperative point of view, assuming coalitions are formed...
We describe a coalitional value from a non-cooperative point of view, assuming coalitions are formed...
We introduce a non-cooperative model of bargaining when players are divided into coalitions. The mod...
One problem in cooperative game theory is to model situations when two players refuse to cooperate (...
"The authors propose a solution for bargaining problems where coalitions are bargainers. The solutio...
In the standard cooperative games, it is often implicitly assumed that any coalition may form and th...
We study three values for transferable utility games with coalition structure, including the Owen co...
We propose a modification of the Shapley value for monotonic games with a coalition structure. The r...
We propose a modification of the Shapley value for monotonic games with a coalition structure. The r...
A bargaining solution concept generalizing the Harsanyi NTU value is defined for cooperative games w...
This paper analyses the early contributions of John Harsanyi and Thomas C. Schelling to bargaining t...
We propose a modification of the Shapley value for monotonic games with a coalition structure. The r...
In this paper we consider coalition configurations (Albizuri et al. in Games Econ Behav 57:1–17, 200...
We introduce a weighted version of the component e ¢ cient -value Casajus (2008, Games Econ Behav, f...
We present a generalization to the Harsanyi solution for non-transferable utility (NTU) games based ...