| Literature DB >> 32156182 |
Ine Van der Cruyssen1, Jonathan D'hondt2, Ewout Meijer3, Bruno Verschuere1.
Abstract
Shalvi, Eldar, and Bereby-Meyer (2012) found across two studies (N = 72 for each) that time pressure increased cheating. These findings suggest that dishonesty comes naturally, whereas honesty requires overcoming the initial tendency to cheat. Although the study's results were statistically significant, a Bayesian reanalysis indicates that they had low evidential strength. In a direct replication attempt of Shalvi et al.'s Experiment 2, we found that time pressure did not increase cheating, N = 428, point biserial correlation (rpb) = .05, Bayes factor (BF)01 = 16.06. One important deviation from the original procedure, however, was the use of mass testing. In a second direct replication with small groups of participants, we found that time pressure also did not increase cheating, N = 297, rpb = .03, BF01 = 9.59. These findings indicate that the original study may have overestimated the true effect of time pressure on cheating and the generality of the effect beyond the original context.Entities:
Keywords: cheating; honesty; intuition; lying; moral decision making; open data; open materials; preregistered; replication; time pressure
Mesh:
Year: 2020 PMID: 32156182 PMCID: PMC7168803 DOI: 10.1177/0956797620903716
Source DB: PubMed Journal: Psychol Sci ISSN: 0956-7976
Self-Reported Die-Roll Outcomes in the Time-Pressure Condition and the Self-Paced Condition of Shalvi, Eldar, and Bereby-Meyer (2012) and in Our Replications
| Study | Average reported die roll |
| Rank biserial correlation | Bayes factor (BF) | ||
|---|---|---|---|---|---|---|
| Self-paced condition | Time-pressure condition | |||||
| Shalvi et al., Experiment 2 | 3.42 | 4.38 | 2.17 | .030 | −0.28 | BF10 = 1.15 |
| Preregistered Direct Replication 1 (mass testing) | 3.76 | 3.61 | −0.87 | .808 | 0.05 | BF01 = 16.06 |
| Preregistered Direct Replication 2 (small groups) | 3.76 | 3.67 | −0.44 | .671 | 0.03 | BF01 = 9.59 |
Note: For average reported die rolls, values in parentheses are standard deviations; for rank biserial correlations, values in brackets are 95% confidence intervals. The null hypothesis (H0) is that there is no difference between conditions. For Shalvi et al.’s original study, the alternative hypothesis (H1) was that time pressure would affect cheating. For Preregistered Direct Replications 1 and 2, the one-sided alternative hypothesis (H1) was that time pressure would increase cheating. BF10 expresses how much more likely the data are to occur under H1 than under H0. BF01 expresses how much more likely the data are to occur under H0 than under H1. The Bayesian analyses were not preregistered.
Fig. 1.Illustration of the die-rolling procedure used in Preregistered Direct Replications 1 and 2.
Fig. 2.Pirate plot representing the reported die-roll outcome at different levels of perceived time pressure within the time-pressure condition of Preregistered Direct Replication 2. The bold lines represent the sample mean (with the upper and lower bounds of the rectangle representing the 95% confidence interval around the mean). The dots represent individual raw data points. The width of the gray areas indicates the density of the data.