Can genetic algorithms explain experimental anomalies? An application to common property resources



Figure 2: Genetic algorithms and randomness

Notes: Nash equilibrium: prediction with selfish, perfectly rational agents; Human subjects: average of 4
experimental sessions;
Genetic algorithm agents: selfish, boundedly rational agents (T=64,τ=32, average over 100
simulated runs, v.5.0);
Zero-intelligence agents: random draws from a uniform distribution (average over 100
simulated runs v.5.6);
xi ~U[0,θ] with xi iid, θ=50; Noisy Nash agents: are ZI with probability p and are best
responders to other Noisy Nash agents with probability (1-p).



More intriguing information

1. The name is absent
2. Environmental Regulation, Market Power and Price Discrimination in the Agricultural Chemical Industry
3. The Making of Cultural Policy: A European Perspective
4. The name is absent
5. The fundamental determinants of financial integration in the European Union
6. Protocol for Past BP: a randomised controlled trial of different blood pressure targets for people with a history of stroke of transient ischaemic attack (TIA) in primary care
7. Neighborhood Effects, Public Housing and Unemployment in France
8. Passing the burden: corporate tax incidence in open economies
9. Fiscal Sustainability Across Government Tiers
10. The name is absent
11. The name is absent
12. IMPROVING THE UNIVERSITY'S PERFORMANCE IN PUBLIC POLICY EDUCATION
13. Evaluating the Impact of Health Programmes
14. Ability grouping in the secondary school: attitudes of teachers of practically based subjects
15. The name is absent
16. Errors in recorded security prices and the turn-of-the year effect
17. Placenta ingestion by rats enhances y- and n-opioid antinociception, but suppresses A-opioid antinociception
18. National curriculum assessment: how to make it better
19. THE INTERNATIONAL OUTLOOK FOR U.S. TOBACCO
20. Industrial Cores and Peripheries in Brazil