Executive Summary REF Chemistry Market 2014

In alphabetical order: Johan Almenberg1, Adam Altmejd2, Alexander Bird3, Yiling Chen4, Anna Dreber2, Emma Heikensten2, Magnus Johannesson2, Marcus Munafò5, Thomas Pfeiffer6 and Brad Wilson7

  1. Stockholm, Sweden
  2. Department of Economics, Stockholm School of Economics
  3. Department of Philosophy, University of Bristol
  4. School of Engineering and Applied Sciences, Harvard University
  5. MRC Integrative Epidemiology Unit, UK Centre for Tobacco and Alcohol Studies, School of Experimental Psychology, University of Bristol
  6. New Zealand Institute for Advanced Study, Massey University
  7. Consensus Point

For two weeks (Nov 17-Dec 1) we ran a prediction market on the outcome of the REF for chemistry departments in the UK. The REF will publish an overall quality profile for each department. This can be used to calculate a single number summary score (which the REF itself does not do), which we refer to as the REF score (like a GPA): this simply weights 4* as 4, 3* as 3 etc and calculates the score as a weighted average from the shares of 4, 3 etc.

In the prediction market, participants bet on their beliefs of the REF scores. A prediction market essentially means that individuals can bet on whether an outcome will occur or not, and the market aggregates the information from these bets. If many participants are trading in such a market, market prices will generate a prediction of the outcome, based on the aggregated information of the participants.

After having invited all PhD students and researchers at all UK chemistry departments, we ended up with 17 participants who had the possibility to trade on all 33 departments. The prediction market was run in collaboration with Consensus Point.

In this prediction market, participants were given 10,000 points, the equivalent of £30, which they could use for betting on the different departments. Since REF scores lie between 0 and 4, we created different intervals and let participants bet on these. The intervals were the following: score≤2, 23.50. For all departments, the starting prices for all intervals were the same.

An estimated score is calculated based on the forecasted probability of each interval and its midpoint. For the outer intervals, we used 1.875 and 3.625 as midpoints.

With this method, the prediction market gives us the following ranking of the 33 departments:

  1. Cambridge
  2. Imperial
  3. Oxford
  4. Manchester
  5. Edinburgh
  6. St Andrews
  7. UCL
  8. Bristol
  9. Durham
  10. Glasgow
  11. Bath
  12. Nottingham
  13. Warwick
  14. Leeds
  15. Birmingham
  16. Liverpool
  17. York
  18. Sheffield
  19. Southampton
  20. Leicester
  21. Herriot-Watt
  22. Queen’s Belfast
  23. Strathclyde
  24. East Anglia
  25. Cardiff
  26. Sussex
  27. Hull
  28. Aberdeen
  29. Loughborough
  30. Bangor
  31. Newcastle
  32. Reading
  33. Huddersfield