| Literature DB >> 35465568 |
Teng Lu1, Dapeng Liang1, Mei Hong1, Jiayin Sun2.
Abstract
This article explores how experienced regret and relief evoked in a risky gambling task influence subsequent intertemporal pro-social behavior. We apply a dictator game experiment with delayed rewards to investigate the effect on donating behavior by simultaneously the time delay when the recipient accepts the donation and the emotions experienced by the participant. We examine this effect using a choice titration procedure. The results reveal that independent of the prior experienced emotions, participants' donations decrease as the time delay rises; the hyperbolic model provides a better explanation of this finding. Significantly, experienced regret impacts the shape of the social discount function with delayed rewards, which is reflected in notably different discount rates. Participants who experienced regret exhibit a lower discount rate than those in the relief condition. Note that this distinct type of generosity differs significantly at the 14-day delay but not at the shortest and longest. It follows that regret can promote future altruism and intertemporal pro-social behavior, depending on the delay.Entities:
Keywords: dictator game; emotions; regret; selfishness; social discounting
Year: 2022 PMID: 35465568 PMCID: PMC9021411 DOI: 10.3389/fpsyg.2022.840809
Source DB: PubMed Journal: Front Psychol ISSN: 1664-1078
Figure 1The regret gambling task is similar to the one used by Coricelli et al. (2005). The colored areas on the two wheels represent the probabilities (50/50) associated with monetary gains (green) and losses (red). A dashed box emphasizes the selected wheel. (A) Represents a partial feedback condition, where the outcome is provided only for the chosen wheel (the stopping position of the arrow (in black) indicates the result of a loss). (B) Represents the complete feedback condition, where the results for both wheels are revealed.
Figure 2In each trial, there are three screens. The first screen informs about the outcome of the risky gambling task shown in Figure 1. The second screen displays two options, where the option on the left implies a selfish choice and the option on the right implies a generous choice. The black-coded numbers under the scale indicate the participant himself, and the red-coded numbers represent the amount of the recipient’s reward. The third screen presents the decision result.
Figure 3Fitting of the hyperbolic discounting function for the relief (RF) and regret (RT) conditions.
The estimation results of RF and RT conditions from the discounting models.
| Model | Condition | Goodness of fit | AIC | BIC | Fitted parameters |
|---|---|---|---|---|---|
| Hyperbolic model | Relief | −65.5946 | −65.7569 | ||
| Regret | −75.1449 | −75.3072 | |||
| Exponential model | Relief | 4.1054 | 3.9431 | ||
| Regret | 0.2375 | 0.07518 |
The statistical results for each delay between the RF and RT condition.
| Delay |
|
| Effect size | Mean | SD |
|---|---|---|---|---|---|
| 1 | 0.472 | 0.582 | RF = 90.70; RT = 89.65 | RF = 11.931; RT = 15.807 | |
| 5 | 0.147 | 1.000 | RF = 84.39; RT = 84.04 | RF = 10.525; RT = 16.460 | |
| 7 | −1.855 | 0.070 | RF = 68.95; RT = 73.16 | RF = 9.578; RT = 14.535 | |
| 14 | −3.018 | RF = 42.28; RT = 51.75 | RF = 11.805; RT = 11.514 | ||
| 30 | −2.169 | RF = 31.05; RT = 36.67 | RF = 6.991; RT = 15.736 | ||
| 60 | −1.896 | 0.079 | RF = 18.07; RT = 22.63 | RF = 9.899; RT = 9.733 | |
| 100 | −1.791 | 0.090 | RF = 11.40; RT = 15.26 | RF = 6.392; RT = 11.666 |
p < 0.05;
p < 0.01.
Figure 4Mean amount of money forgone per delay in the RF and RT conditions.