We analyze the private provision of discrete public good games with incomplete information and continuous contributions. To use the terminology of [Admati and Perry, Review of Economic Studies 58 (1991) 259], we consider contribution and subscription games. In the former, contributions are not refunded if the project is not completed, while in the latter they are. We show that the contribution game has only the strong free riding equilibria if cost is high enough. Thus, in this range of cost, the subscription game is superior to the contribution game. We present several interesting equilibria of both types of games and give a new proof of the ex-post inefficiency of the contribution and the subscription games. (C) 2001 Elsevier Science B.V....
We characterize generally the Bayesian Nash equilibria of a voluntary contributions public goods gam...
We analyze a symmetric Bayesian game in which two players individually contribute to fund a discrete...
We analyze a symmetric Bayesian game in which two players individually contribute to fund a dis-cret...
We analyze simultaneous discrete public good games wi.th incomplete information and continuous contr...
We investigate a simultaneous discrete public good provision game with incomplete information. To us...
When contributors to a common cause (or, public good) are uncertain about each others ’ valuations, ...
Under incomplete information about (independent) private valuations of a public good, we establish s...
This paper considers the Nash equilibria to a game where a discrete public good is to be provided. E...
We analyze a symmetric Bayesian game in which two players individually contribute to fund a discrete...
We study private provision of a continuous public good in an incomplete information repeated game. T...
We introduce threshold uncertainty, a ̀ la Nitzan and Romano (1990), into a private-values model of ...
This paper considers the Nash equilibria to a game where a discrete public good is to be provided. ...
We introduce threshold uncertainty, a ̀ la Nitzan and Romano (1990), into a private-values model of ...
This paper concerns the pattern of contributions to a joint project when commitments and enforceable...
This paper considers a discrete public good subscription game under threshold uncertainty and privat...
We characterize generally the Bayesian Nash equilibria of a voluntary contributions public goods gam...
We analyze a symmetric Bayesian game in which two players individually contribute to fund a discrete...
We analyze a symmetric Bayesian game in which two players individually contribute to fund a dis-cret...
We analyze simultaneous discrete public good games wi.th incomplete information and continuous contr...
We investigate a simultaneous discrete public good provision game with incomplete information. To us...
When contributors to a common cause (or, public good) are uncertain about each others ’ valuations, ...
Under incomplete information about (independent) private valuations of a public good, we establish s...
This paper considers the Nash equilibria to a game where a discrete public good is to be provided. E...
We analyze a symmetric Bayesian game in which two players individually contribute to fund a discrete...
We study private provision of a continuous public good in an incomplete information repeated game. T...
We introduce threshold uncertainty, a ̀ la Nitzan and Romano (1990), into a private-values model of ...
This paper considers the Nash equilibria to a game where a discrete public good is to be provided. ...
We introduce threshold uncertainty, a ̀ la Nitzan and Romano (1990), into a private-values model of ...
This paper concerns the pattern of contributions to a joint project when commitments and enforceable...
This paper considers a discrete public good subscription game under threshold uncertainty and privat...
We characterize generally the Bayesian Nash equilibria of a voluntary contributions public goods gam...
We analyze a symmetric Bayesian game in which two players individually contribute to fund a discrete...
We analyze a symmetric Bayesian game in which two players individually contribute to fund a dis-cret...