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Nash bargaining solutions

1992
Any book on axiomatic bargaining game theory should start with Nash’s 1950 article and with the Nash bargaining solution, and so will this one. Without any doubt the Nash bargaining solution is the most well-known and popular solution concept in bargaining — in the theoretical literature as well as in applied and empirical work.
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Intrinsic Comparative Statics of a Nash Bargaining Solution

International Game Theory Review, 2016
A generalization of the class of bargaining problems examined by Engwerda and Douven [(2008) On the sensitivity matrix of the Nash bargaining solution, Int. J. Game Theory 37, 265–279] is studied. The generalized class consists of nonconvex bargaining problems in which the feasible set satisfies the requirement that the set of weak Pareto-optimal ...
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An Extension of the Nash Bargaining Solution to Nonconvex Problems

Games and Economic Behavior, 1996
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Conley, John P., Wilkie, Simon
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Shaping Emotions in Negotiation: a Nash Bargaining Solution

Cognitive Computation, 2020
Modeling emotions in negotiations is an open challenge that attracted an increasing amount of attention from researchers. Bargainers look for achieving an agreement with the opposing parties and, at the same time, try to reach their own goals. This process consists of both bargaining and (game theory) problem solving.
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Nash solution and timing of bargaining

Economics Letters, 1988
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Barnett, Bargaining and The Nash Solution

Noûs, 1986
Two people are given $100 to share on condition that between them they can come to some arrangement as to how it is to be divided. That is, if they can come to an agreement they each get what they have agreed to, but if they fail to agree neither gets anything. Is there a principle in conformity to which they will agree, and if so, what is it?
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A Nash Solution for Multilateral Bargaining

1995
This paper extends the Nash solution for simple bargaining problems to situations in which the bargaining problems of various groups are interrelated. The Nash solution (Nash, 1950; Roth, 1979) was designed for situations in which there are gains to a single group of agents from forming a coalition, but in which conflict occurs within the (potential ...
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Nash Bargaining Solutions of Multiparty Bargaining Problems

1987
In multiparty systems situations often arise in which various coalitions could form and each potential coalition must decide on how the gains from their joint action should be shared. We view these situations as multilateral bargaining problems, take into account how players’ opportunities in other coalitions should affect their disagreement payoffs ...
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A Network-Based Asymmetric Nash Bargaining Solution

2008
This paper presents an evolutionary bargaining model between two groups of buyers and sellers. One buyer and one seller are randomly matched to play the Nash demand game: they choose a best reply based on information about past bargains coming from other members of their group. Information arrival is modeled as a Poisson process, and the rates of these
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