When Herrero (1985) extends Rubinstein's (1982) alternating-offers bargaining model to the case of three or more players any agreement can be supported as a subgame perfect equilibrium (SPE) outcome, given a sufficiently large discount factor. We show that this is not the case when players demand shares for themselves instead of proposing agreements to each other. Although it is possible to rule out agreements, the majority remains to be SPE outcomes.Multilateral bargaining, n-person bargaining, subgame perfect equilibria, C78, C72
Rubinstein’s two-person sequential bargaining model yields a unique subgame-perfect equilibrium; thi...
Consider a multilateral bargaining problem where negotiation is conducted by a sequence of bilateral...
A PhD Dissertation, presented as part of the requirements for the Degree of Doctor of Philosophy fro...
When Herrero (1985) extends Rubinstein’s (1982) alternating-offers bargaining model to the case of t...
This paper presents a new extension of the rubinstein-ståhl bargaining model to the case with n play...
Abstract This paper presents a new extension of the Rubinstein-Ståhl bargaining model to the case wi...
This note reconsiders the Rubinstein bargaining game under the assumption that a rejected offer is o...
This paper studies a bargaining model where n players play a sequence of (n ¡ 1) bilateral bargainin...
In this paper we provide an exact non-cooperative foundation of the Nash solution via a unique (we...
Negotiation is a pervasive feature of social exchange. Bargaining theory and the related models exa...
We first analyze a pure bargaining problem where n players can split a pie on a unanimous agreement....
Ariel Rubinstein proved a perfect equilibrium partition exists in a bargaining model. His results co...
We analyze an n-person bargaining game where players alternatingly demand their shares of a pie, and...
∗We thank two anonymous referees for their useful suggestions. Ed Green, George Mailath, Andy McLenn...
We extend the Stahl-Rubinstein alternating-offer bargaining procedure to allow players to simultaneo...
Rubinstein’s two-person sequential bargaining model yields a unique subgame-perfect equilibrium; thi...
Consider a multilateral bargaining problem where negotiation is conducted by a sequence of bilateral...
A PhD Dissertation, presented as part of the requirements for the Degree of Doctor of Philosophy fro...
When Herrero (1985) extends Rubinstein’s (1982) alternating-offers bargaining model to the case of t...
This paper presents a new extension of the rubinstein-ståhl bargaining model to the case with n play...
Abstract This paper presents a new extension of the Rubinstein-Ståhl bargaining model to the case wi...
This note reconsiders the Rubinstein bargaining game under the assumption that a rejected offer is o...
This paper studies a bargaining model where n players play a sequence of (n ¡ 1) bilateral bargainin...
In this paper we provide an exact non-cooperative foundation of the Nash solution via a unique (we...
Negotiation is a pervasive feature of social exchange. Bargaining theory and the related models exa...
We first analyze a pure bargaining problem where n players can split a pie on a unanimous agreement....
Ariel Rubinstein proved a perfect equilibrium partition exists in a bargaining model. His results co...
We analyze an n-person bargaining game where players alternatingly demand their shares of a pie, and...
∗We thank two anonymous referees for their useful suggestions. Ed Green, George Mailath, Andy McLenn...
We extend the Stahl-Rubinstein alternating-offer bargaining procedure to allow players to simultaneo...
Rubinstein’s two-person sequential bargaining model yields a unique subgame-perfect equilibrium; thi...
Consider a multilateral bargaining problem where negotiation is conducted by a sequence of bilateral...
A PhD Dissertation, presented as part of the requirements for the Degree of Doctor of Philosophy fro...