This paper studies a model where multiple principals repeatedly oer short-term con-tracts to three or more agents, each privately informed about her type. Agents observe contracts and actions, but principals observe agents ’ private messages only. We propose a simple class of mechanisms that is sucient to sustain all equilibrium allocations in the repeated game when discounting is low. An equivalence theorem shows how only direct mechansims may be used to compute a principal’s minmax value relative to arbitrarily general mechanisms. Endogenous monitoring by agents allows weaker notions of incentive compatibility than one-shot contracting, lowering players ’ mimnax values and supportin
This paper introduces an equilibrium concept called perfect communication equilibrium for repeated g...
We provide two examples in a pure moral hazard setting with two principals and two agents. Example 1...
Abstract. We study an incomplete information game in which players can co-ordinate their actions by ...
We study competing mechanism games in which principals simultaneously design contracts to deal with ...
This paper studies a dynamic principal-monitor-agent relation where a strategic principal delegates ...
We study games in which principals simultaneously post mechanisms in the presence of several agents....
We study games in which principals simultaneously post mechanisms in the presence of several agents....
This paper studies an infinite-horizon repeated moral hazard problem where a single principal employ...
We consider multiple-principal multiple-agent games of incomplete information. We identify a class o...
This paper considers the problem faced by n agents who repeatedly have to take a joint action, canno...
We investigate two-player infinitely repeated games where the discount factor is less than but close...
We consider two-player repeated games with nonobservable actions (cf. Lehrer 1989). An information m...
In this thesis, I study mechanism design problems in environments where the information necessary to...
This paper introduces an equilibrium concept called perfect communication equilibrium for repeated g...
We analyze a symmetric common agency game between two privately informed principals. Principals offe...
This paper introduces an equilibrium concept called perfect communication equilibrium for repeated g...
We provide two examples in a pure moral hazard setting with two principals and two agents. Example 1...
Abstract. We study an incomplete information game in which players can co-ordinate their actions by ...
We study competing mechanism games in which principals simultaneously design contracts to deal with ...
This paper studies a dynamic principal-monitor-agent relation where a strategic principal delegates ...
We study games in which principals simultaneously post mechanisms in the presence of several agents....
We study games in which principals simultaneously post mechanisms in the presence of several agents....
This paper studies an infinite-horizon repeated moral hazard problem where a single principal employ...
We consider multiple-principal multiple-agent games of incomplete information. We identify a class o...
This paper considers the problem faced by n agents who repeatedly have to take a joint action, canno...
We investigate two-player infinitely repeated games where the discount factor is less than but close...
We consider two-player repeated games with nonobservable actions (cf. Lehrer 1989). An information m...
In this thesis, I study mechanism design problems in environments where the information necessary to...
This paper introduces an equilibrium concept called perfect communication equilibrium for repeated g...
We analyze a symmetric common agency game between two privately informed principals. Principals offe...
This paper introduces an equilibrium concept called perfect communication equilibrium for repeated g...
We provide two examples in a pure moral hazard setting with two principals and two agents. Example 1...
Abstract. We study an incomplete information game in which players can co-ordinate their actions by ...