In a laboratory experiment we test the three regulations imposed on a common-pool resource game with heterougeneous users: an access fee and subsidy scheme, transferable quotas and non transferable quotas? We calibrate the game so that all regulations improve users' profits compared to...

A group of agents located along a river have quasi-liner preferences over water and money. We ask how water should be allocated and what money transfers should be performed.

This paper addresses the question of whether R&D should be carried out by an independent research unit to be produced in-house by the firm marketing the innovation.

Jaffe and Palmer (1997) present three distinct variants of the so-called Porter Hypothesis. The “weak” version of the hypothesis posits that environmental regulation will stimulate certain kinds of environmental innovations. The “narrow” version of the hypothesis asserts that flexible...

People vote over risk-sharing rules to cope with random revenues. Risk-sharing rules are enforced through peer pressure : those who comply exert a negative externality on those who do not. People are differently affected by this externality. The author determines the elected risk-sharing rules...

This paper examines an entrepreneur-investor relationship in a stylized model where (i) investment needs are unknown ex ante and arise sequentially (ii) a major decision must be reached at a maturity strage, (iii) this decision depends on entrepreneur's private information, observable by the...

In developing countries, traditional social obligations often press rich individuals to share their income. In this paper, we posit a "model of social pressure" in which people can sign binding financial agreements amongst themselves, thereby forming coalitions. These financial agreements may...

The paper examines the implementation of Bayesian allocation rules that satisfy non-negative ex post payoffs for one player in a two-players bilateral asymmetric information setting. It focuses on sequential mechanisms in which players communicate in turn among themselves. First, it shows that,...

A group of agents enjoy concave and single-peak benefit functions from consuming a shared resource. They also value money (transfers). The resource is scarce in the sense that not everybody can consume its peak. The paper characterizes the unique (resource and money) allocation that is...

This paper considers environments in which several agents (countries, farmers, cities) share water from a river. Each agent enjoys a concave benefit function from consuming water up to a satiation level. Noncooperative extraction is typically inefficient and any group of agents can gain if they...