Paolo Crosetto This version: June 2019
This repository hosts all the development files of the METARET project on the external validity of risk elicitation tasks (RETs) – i.e. their ability to predict self-reported or real-world behavior.
The accurate measure of risk preferences is of large importance in both theoretical and applied work. Despite this importance, increasing experimental evidence points to the fact that the behavioral measures we use to elicit risk attitudes have low external validity.
Lottery-based risk elicitation tasks (RETs), at least in the way they are typically implemented in behavioral economics and psychology, 1. correlate poorly with self-reported risk attitudes, real-world risk behaviors, and among themselves; 2. introduce distinct measurement errors and behavioral biases, and 3. are not robust to test-retest exercises.
But the issue can not be settled by a handful of papers, that despite all efforts are limited in sample size, and types of task and questionnaires considered.
The good news is that the data to assess the external validity of a large variety of RETs and a large variety of self-reported questionnaires already exists. It sits in the drawers of dozens of experimentlasits that have used RETs for their disparate aims. If collected, the existing data would give us a detailed, precise, and extensive map of the external validity of RETs under a variety of experimental conditions.
The aim of METARET – the Meta-analysis of the external validity of RETs – is to collect in a single, public, open repository all the data pertaining to the external validity of RETs. Its objectives are to
- document exhaustively the scope and limits of the external validity of different RETs.
- provide a detailed map of which features of a RET are more conducive to external validity validity.
- serve as a basis for the development of a more predictive lottery-based RET (French ANR grant under submission).
METARET will collect data of papers that have run:
- any lottery-based RET (incentivized or not)
- any other measure of risk attitudes (questionnaire, bids in an auction, self-reported, implied by behavior in another game (insurance, trust…))
- any self-declared real-world risky behaviour.
The metric of interest will be (linear and rank) correlations between any two RETs, any RET and any questionnaire, any RET and any real-world behavior. For lottery-based RETs, two metrics will be used: bare choices – whose domain and granularity change across tasks – and implied CRRA coefficients of risk attitudes r – that are burdened by theoretical assumptions but are more comparable across tasks.
The aim is to be as inclusive as possible, to allow the map to cover most possible ground – data availability will impose us to restrict attention to certain broad class of RETs and of self-reported measures in due time.
METARET is composed of:
- a shiny interactive app (here) where the data accumulated so far can be explored and visualised;
- an OSF page (here) where the project is being pre-registered;
- this github repository where the real work is done and updated,
and that contains
- data from each of several contributed papers by experimental economists and social psychologists.
- code to format each original dataset into a common format for later analysis
- results in the form of plots and tables (work in progress)
- code for the interactive shiny app (work in progress)
METARET is about correlations. So data need to be collected within subjects. If you have experimental data that includes:
- two (or more) lottery-based RETs
- one (or more) RETs and one (or more) self-reported questionnaires (SOEP, DOSPERT, sensation seeking, other scales)
- one (or more) questionnaires or RET and risk-related behavior in another game/task (insurance, trust, strategic uncertainty, contests, competitiveness…)
- one (or more) RET or questionnaire and self-reported real world risk attitudes (health, sports, sexual behavior, smoking…)
then your data can be included in METARET.
To contribute:
- open a git pull request and push your data to the /Data folder, in an appropriately named subfolder;
- send your raw data (limited to the RET, questionnaires, risk-behavior data, subject ID) and a codebook to [email protected] and I will upload it to this repository and the shiny app. Send along also the published paper that is based on that data, as well as any detail about the RET, the questionnaire, the sample that you might find relevant;
- compute by yourself the correlations and send them to [email protected]
This is an open science project. All data shared will be made public. It will be available for external scrutiny, download, and further use (upon citation and contact, CC NC-BY-SA):
- static .csv files and analysis scripts (mainly R and Stata), on this github repository;
- dynamically explorable, on the shiny app.
If you do not wish your raw data to be disclosed but still want to contribute, let me know. It is possible to include only the computed correlations to the shiny app and the meta-analysis plots without fully disclosing the individual data. Of course, with individual data more is possible (distribution plots, large scatter plots, computation of different utility functions, more measures…)
METARET will be developed in public. As new papers and data sources arrive, they will be added to the repository, cleaned, correlations will be computed, and results will be fed to the shiny app. You will be able to track the active development of the meta-analysis.
The methodology and first results of METARET will be the object of a special semi-pleanry session organized by me at the 2019 Dijon European ESA meeting. Pop by Dijon to learn more.
In order to give a feeling of the final product, METARET started from two papers of mine. More papers whose data is freely available for download will be soon added.
- Crosetto, Paolo, and Filippin, Antonio, The Bomb Risk Elicitation Task, JRU, 2013 paper data
- Crosetto, Paolo, and Filippin, Antonio, A Theoretical and Experimental Appraisal of Four Risk ELicitation Methods, ExEc, 2016 paper data
As a first step, I compute the (Pearson) correlation of each RET to (each of a series of) self-reported risk measures.
Each task is represented by a point estimate + confidence interval. Here are the results of correlations between several tasks and:
- the SOEP risk question
- the DOSPERT scale and its subscales
The plots and analyses are updated for each new contributed paper. An interactive version fo the same data is to be found at the shiny app
