See also 'Extreme equilibria in the negotiation model with different time preferences', <I>Games and Economic Behavior</I> (2011), Vol. 73, pp.507–516.<P> We study a bargaining model with a disagreement game between offers and counteroffers. In order to characterize the set of its subgame perfect...</p></i>

Suppose that players in a stochastic partnership have the option to quit and rematch anonymously. If stage-game payoffs are subject to a persistent initial shock, the (unique) social welfare-maximizing equilibrium induces a "dating" process in which all partners enjoy the full potential...

We propose a bargaining process with alternating proposals as a way of solving non-cooperative games, giving rise to Pareto efficient agreements which will, in general, differ from the Nash equilibrium of the constituent games.

Even though adverse selection pervades markets for real goods and financial assets, equilibrium in such markets is not well understood. What are the properties of equilibrium in dynamic markets for lemons? What determines the liquidity of a good? Which market structures perform better,...

The evolution of cooperation has been the focus of intense research in the social sciences, natural sciences (especially biology), and even computer science. It has long been recognized that the possibility of future consequences is crucial to the emergence of rational cooperation. It was...

We study a negotiation model with a disagreement game between offers and counteroffers. When players have different time preferences, delay can be Pareto efficient, thereby violates the presumption of the Hicks Paradox. We show that all equilibria are characterized by the extreme equilibria....

We study strategic negotiation models featuring costless delay, general recognition procedures, endogenous voting orders, and finite sets of alternatives. Two examples show 1. non-existence of stationary subgame-perfect equilibrium SSPE. 2. the recursive equations and optimality conditions are...

At each moment in time, some alternative from a finite set is selected by a dynamic process. Players observe the alternative selected and sequentially cast a yes or a no vote. If the set of players casting a yes–vote is decisive for the alternative in question,the alternative is accepted...

Lloyd Shapley is considered one of the pioneers of game theory. His most prominent contributions are the inception and study of value theory and core theory. These two theories are the key to solving problems involving the allocation of goods or payoffs achievable through cooperation....

This paper examines a dynamic process of n-person coalitional bargaining problems. We study the stochastic evolution of social conventions by embedding a static bargaining setting in a dynamic process; Over time agents revise their coalitions and surplus distributions in the presence of...