The mechanisms in the Nash program for cooperative games are made compatible with the framework of the theory of implementation. This is done through a reinterpretation of the characteristic function that avoids feasibility problems, thereby allowing an analysis that focuses exclusively on the payoff space. In this framework, we show that the core is the only major cooperative solution that is Maskin monotonic. Thus, implementation of most cooperative solutions must rely on refinements of the Nash equilibrium concept (like most papers in the Nash program do). Finally, the mechanisms in the Nash program are adapted into the model
Noting that a full characterization of Nash-implementation is given using a canonical-mechanism and ...
Duman P, Trockel W. On Non-Cooperative Foundation and Implementation of the Nash Solution in Subgame...
A Nash equilibrium (called an “equilibrium point” by John Nash himself; see Nash 1950) of a game occ...
The mechanisms in the Nash program for cooperative games are madecompatible with the framework of th...
In exchange economies with single-peaked preferences, we find that: (1) several solutions satisfy Th...
Haake C-J, Trockel W. On Maskin monotonicity of solution based social choice rules. Working Papers. ...
The present paper provides a method by which the Nash Program may be embed-ded into mechanism theory...
I consider the implementation problem under complete information and employ Nash equilibrium as a so...
Abstract Noting that a full characterization of Nash-implementation is given using a canonical-mecha...
The theory of implementation concerns the problem of designing game forms (sometimes called "me...
In this paper, we reconsider the full characterization of two-agent Nash implementation provided in ...
Introducing physical outcomes in coalitional games we note that they and social choice problems are ...
This paper studies Nash implementation when the outcomes of the mechanism can be renegotiated among ...
This paper characterizes neutral social functions that are fully implementable. A neutral social fun...
A mechanism implements a social choice correspondence f in mixed Nash equilibrium if, at any prefere...
Noting that a full characterization of Nash-implementation is given using a canonical-mechanism and ...
Duman P, Trockel W. On Non-Cooperative Foundation and Implementation of the Nash Solution in Subgame...
A Nash equilibrium (called an “equilibrium point” by John Nash himself; see Nash 1950) of a game occ...
The mechanisms in the Nash program for cooperative games are madecompatible with the framework of th...
In exchange economies with single-peaked preferences, we find that: (1) several solutions satisfy Th...
Haake C-J, Trockel W. On Maskin monotonicity of solution based social choice rules. Working Papers. ...
The present paper provides a method by which the Nash Program may be embed-ded into mechanism theory...
I consider the implementation problem under complete information and employ Nash equilibrium as a so...
Abstract Noting that a full characterization of Nash-implementation is given using a canonical-mecha...
The theory of implementation concerns the problem of designing game forms (sometimes called "me...
In this paper, we reconsider the full characterization of two-agent Nash implementation provided in ...
Introducing physical outcomes in coalitional games we note that they and social choice problems are ...
This paper studies Nash implementation when the outcomes of the mechanism can be renegotiated among ...
This paper characterizes neutral social functions that are fully implementable. A neutral social fun...
A mechanism implements a social choice correspondence f in mixed Nash equilibrium if, at any prefere...
Noting that a full characterization of Nash-implementation is given using a canonical-mechanism and ...
Duman P, Trockel W. On Non-Cooperative Foundation and Implementation of the Nash Solution in Subgame...
A Nash equilibrium (called an “equilibrium point” by John Nash himself; see Nash 1950) of a game occ...