Conference Agenda
Overview and details of the sessions of this conference. Please select a date or location to show only sessions at that day or location. Please select a single session for detailed view (with abstracts and downloads if available).
Please note that all times are shown in the time zone of the conference. The current conference time is: 10th Sept 2026, 07:07:16pm CEST (Norway)
External resources will be made available 30 min before a session starts. You may have to reload the page to access the resources.
|
Daily Overview |
| Session | |
|
Public goods provision and equity Location: Auditorium B: Frøystein Gjesdal Session Chair: Benjamin Ouvrard, GAEL, INRAE | |
| Presentation 3 | |
Efficiency versus Equity in a Threshold Public Goods Game 1: ETH Zurich; 2: University of Bern, Switzerland We analyze a threshold public goods game in which players have varying preferences for public goods provision, motivated by the challenges of coordinating climate change mitigation efforts in the presence of asymmetries among involved agents. The setup chosen specifically allows for an analysis of the trade-off between efficiency and equity. We choose a preference specification allowing for a variety of other-regarding preferences and hypothesize that benefit symmetry among players facilitates coordination due to converging focal points of efficiency and equity. Increasing degrees of asymmetry lead to diverging focal points, rendering cooperation more difficult. Our theoretical predictions are supported by preliminary experimental evidence. We find that provision is most frequent when players are symmetric. An increase in the degree of asymmetry does not significantly hamper provision success, suggesting that the extent of asymmetry is not salient. However, in unsuccessful groups, total contributions decline as player heterogeneity increases. Our experimental treatment allows us to disentangle the role of efficiency concerns in these patterns. Furthermore, we investigate how different social preference types shape these contribution dynamics. | |
