| Literature DB >> 22870230 |
Daniel Houser1, Natalia Montinari, Marco Piovesan.
Abstract
Are selfish impulses less likely to be pursued when decisions are publicly observable? Is the presence of peers a potential solution to social dilemmas? In this paper we report data on the self-control decisions of children aged 6 to 11 who participated in games that require one to resist a selfish impulse for several minutes in order to benefit others. In Public Condition children make decisions in public view of the group of other participants, while in Private Condition they have the possibility to decide privately. We find that children aged 9 and higher are better able to resist selfish impulses in public environments. Younger children, however, display no such effect. Further, we find self-control substantially impacted by group size. When decisions are public, self-control is better in larger groups, while in private condition the opposite holds.Entities:
Mesh:
Year: 2012 PMID: 22870230 PMCID: PMC3409858 DOI: 10.1371/journal.pone.0041568
Source DB: PubMed Journal: PLoS One ISSN: 1932-6203 Impact factor: 3.240
Figure 1Timing of our two main conditions.
In the Public Condition children make the decision to stop the time in view of all the other children. In the Private Condition, we gave children the additional possibility to stop the time privately within two periods of 30 seconds each (“S1” after 180 seconds and “S2” after 390 seconds). In these periods children could decide to stop the time privately using a specific report sheet previously distributed by the experimenter.
Distribution of age groups and gender in Public Condition (in %).
| Public Condition (8 classes, N = 135) | ||
| Boys (N = 70) | Girls (N = 65) | |
| Young (N = 60) | 21.5% | 23.0% |
| Old (N = 75) | 30.4% | 25.1% |
Distribution of age groups and gender in Private Condition (in %).
| Private Condition (8 classes, N = 142) | ||
| Boys (N = 71) | Girls (N = 71) | |
| Young (N = 74) | 24.0% | 28.2% |
| Old (N = 68) | 26.0% | 21.8% |
Figure 2Time path of children’s ability to resist stopping the game.
In both conditions, younger children stop sooner. Also, older children in Public resisted longer. All children that stopped the game in the Private Condition avoided doing so publicly.
Decision to stop the game.
| Dependent Variable Stop game ( = 1 if the child stops the game, 0 otherwise) | |||
| Logistic Regressions | Multilevel mixed-effects logistic regression | ||
| Model | (1) | (2) | (3) |
| Old | −2.26* (1.18) | −2.58* (1.36) | −1.07** (.48) |
| Private | 2.35** (0.99) | −7.84 | −7.72** (3.41) |
| Group size | 0.24** (0.12) | −0.07 (0.08) | −0.07 (0.13) |
| Male | 0.41 (0.46) | 0.43 (0.50) | 1.08** (0.48) |
| Old*Male | 1.99 (1.46) | 2.05 (1.53) | – |
| Private*Group size | – | 0.53 | 0.52 |
| Constant | −8.06 | −1.55 (1.55) | −1.92 (2.61) |
| Observations | 277 | 277 | 277 |
| Wald chi2 | 10.38 | 66.55 | 25.51 |
| Prob > chi2 | 0.0650 | 0.0000 | 0.001 |
| Pseudo R-squared | 0.1429 | 0.1933 | – |
| Log pseudolikelihood | −73.93 | −69.58 | −71.31 |
| Random effect parameter | |||
| Private | – | – | 4.60e−08 (.2222534) |
| Session | – | – | 3.63e−09 (.3419029) |
Note: Dependent variable: ( = 1 if the child stops the game, 0 otherwise). Estimation methods: (1)–(2) Logistic regression. Estimation methods: (3) Multilevel mixed-effects logistic regression. Models 1–2: Robust Standard errors clustered on 16 groups, standard error in parenthesis; Models 3: Robust Standard errors clustered on 2 conditions, standard error in parenthesis.
= significant at 1%; ** = significant at 5%; * = significant at 10%.