We consider a multilateral Nash demand game in which short-sighted players come to the bargaining table with requests for both coalition partners and the potentially generated resource. We prove that the resulting process converges with probability one to a state in which all players agree on a strictly self-enforcing division of resources (i.e., a strict core allocation). Highlighting group dynamics, we show how the myopic actions of players may lead to the break up of groups in the short run, but can ultimately bring about a situation from which a strictly self-enforcing allocation can be reached
The paper examines the behavior of two agents who need to make a joint decision but they have confli...
Abstract. Many multiagent settings require a collection of agents to partition themselves into coali...
This paper extends the Stahl-Rubinstein model of bilateral bargaining to incorporate many players an...
We consider a multilateral Nash demand game where short-sighted players come to the bargaining table...
A multi-person bargaining model based on sequential demands is studied for coalitional games with in...
This paper studies a simple process of demand adjustment in cooperative games. In the process, a ran...
In coalitional games in which the players are partitioned into groups, we study the incentives of th...
Abstract. We address the problem of how a group of agents can decide to share a resource, represente...
We consider a non–cooperative multilateral bargaining game and study an action–dependent bargaining ...
We consider a non-cooperative multilateral bargaining game and study an action-dependent bargaining ...
The coalitional Nash bargaining solution is defined to be the core allocation for which the Nash pro...
We consider a standard coalitional bargaining game where once a coalition forms it exits as in Okada...
International audienceAn important task in the analysis of multiagent systems is to understand how g...
April, 2005; August 2005 (revised)We present a noncooperative foundation of an asymmetric Nash barga...
We study the role of commitment as a source of strategic power in a non-cooperative bargaining game....
The paper examines the behavior of two agents who need to make a joint decision but they have confli...
Abstract. Many multiagent settings require a collection of agents to partition themselves into coali...
This paper extends the Stahl-Rubinstein model of bilateral bargaining to incorporate many players an...
We consider a multilateral Nash demand game where short-sighted players come to the bargaining table...
A multi-person bargaining model based on sequential demands is studied for coalitional games with in...
This paper studies a simple process of demand adjustment in cooperative games. In the process, a ran...
In coalitional games in which the players are partitioned into groups, we study the incentives of th...
Abstract. We address the problem of how a group of agents can decide to share a resource, represente...
We consider a non–cooperative multilateral bargaining game and study an action–dependent bargaining ...
We consider a non-cooperative multilateral bargaining game and study an action-dependent bargaining ...
The coalitional Nash bargaining solution is defined to be the core allocation for which the Nash pro...
We consider a standard coalitional bargaining game where once a coalition forms it exits as in Okada...
International audienceAn important task in the analysis of multiagent systems is to understand how g...
April, 2005; August 2005 (revised)We present a noncooperative foundation of an asymmetric Nash barga...
We study the role of commitment as a source of strategic power in a non-cooperative bargaining game....
The paper examines the behavior of two agents who need to make a joint decision but they have confli...
Abstract. Many multiagent settings require a collection of agents to partition themselves into coali...
This paper extends the Stahl-Rubinstein model of bilateral bargaining to incorporate many players an...