| Literature DB >> 30020926 |
Smarandita Ceccato1, Sara E Kettner1,2, Brigitte M Kudielka3, Christiane Schwieren1, Andreas Voss4.
Abstract
Even though chronic stress is a pervasive problem in contemporary societies and is known to potentially precede both adverse psychological as well as physiological conditions, its effects on decision making have not been systematically investigated. In this paper, we focus on the relation between self-reported chronic stress and self-reported as well as behaviorally shown social preferences. We measured chronic stress with the Trier Inventory for Chronic Stress. To determine social preferences, participants played a double anonymous dictator game. In order to control for the robustness of social preferences we employed a 2x2x2x2 design where we manipulated four variables: the frame (Give to Recipient vs. Take from Recipient), the decision maker's gender (Female vs. Male), the recipient's gender (Female vs. Male), and the nature of the reward (Real vs. Hypothetical). Results show that perceived chronic stress is not significantly related to social preferences in monetarily rewarded dictator decisions for either gender. However, women's displayed preferences for hypothetical rewards are negatively correlated to chronic stress levels. This indicates that higher chronic stress in women is associated with lower hypothetical transfers but not with altered actual behavior as compared to non-stressed women. For men, we do not observe such effects. Our findings suggest that, while chronic stress leaves social preferences unaffected in an incentive compatible task, it might foster what could be interpreted as a decrease in self-image promotion in women. Thus, we conclude that in a thoroughly controlled behavioral task differences in reported chronic stress do not entail differences in social preferences, but relate to variation in hypothetical decisions for women.Entities:
Mesh:
Year: 2018 PMID: 30020926 PMCID: PMC6051590 DOI: 10.1371/journal.pone.0199528
Source DB: PubMed Journal: PLoS One ISSN: 1932-6203 Impact factor: 3.240
Average transfers of higher stressed (HS) and lower stressed (LS) participants in the real and hypothetical conditions.
| Real | Hypothetical | |||||||||||
|---|---|---|---|---|---|---|---|---|---|---|---|---|
| Mixed HS | Mixed LS | Female HS | Female LS | Male HS | Male LS | Mixed HS | Mixed LS | Female HS | Female LS | Male HS | Male LS | |
| Percentage transferred | 19.88 (24.17) | 21.49 (21.74) | 24.29 (25.90) | 22.86 (21.33) | 13.71 (20.30) | 20.51 (22.16) | 26.36 (23.45) | 34.00 (26.56) | 31.67 (22.63) | 43.33 (25.30) | 20.00 (23.09) | 25.38 (25.01) |
| N | 84 | 101 | 49 | 42 | 35 | 59 | 88 | 75 | 48 | 36 | 40 | 39 |
| Age | 22.66 (2.96) | 22.83 (2.25) | 22.58 (3.17) | 22.67 (2.22) | 22.77 (2.70) | 22.95 (2.29) | 22.68 (2.71) | 22.75 (2.35) | 22.46 (2.60) | 23.17 (2.57) | 22.95 (2.86) | 22.36 (2.08) |
Note: The table displays mean values (standard deviations in parentheses). The percentage transferred is calculated from the initial endowment of € 5.
Mann-Whitney U Tests comparing transfers between lower stress and higher stress participants in the real, hypothetical and real vs. hypothetical conditions.
| Real | Hypothetical | Real vs. Hypothetical | |||
|---|---|---|---|---|---|
| LS- vs. HS- | p = .41 | LS- vs. HS- | p = .08 (+) | R----- vs. H----- | p < .001 (***) |
| FLS- vs. FHS- | p = .88 | FLS- vs. FHS- | p = .02 (*) | R--LS- vs. H--LS- | p = .002 (**) |
| MLS- vs. MHS- | p = .17 | MLS- vs. MHS- | p = .36 | R--HS- vs. H--HS- | p = .04 (*) |
| R-F--- vs. H-F--- | p < .001 (***) | ||||
| R-M--- vs. H-M--- | p = .18 | ||||
| R-FLS- vs. H-FLS- | p < .001 (***) | ||||
| R-FHS- vs. H-FHS- | p = .08 (+) | ||||
| R-MLS- vs. H-MLS- | p = .33 | ||||
| R-MHS- vs. H-MHS- | p = .23 | ||||
Note: p-values are rounded to two decimals and significant results are flagged with (+) for trends where p < .10, with (*) for p < .05, with (**) for p < .01 and with (***) for p < .001. LS vs. HS indicate low vs. high stress. F/M indicates the gender of the sender.
Fig 1Mean transfers (in percentage) for real and hypothetical reward natures, for the pooled sample (both men and women) and for females and males, respectively.
Robust OLS (standard errors in parentheses).
| (1) | (2) | (3) | (4) | |
|---|---|---|---|---|
| Transfer in Percent | Transfer in Percent | Transfer in Percent | Transfer in Percent | |
| TICS | -0.08 | -0.10 | -0.11 | -0.11 (0.07) |
| Gender Sender (0 = male, 1 = female) | 9.25 | 13.96 | 14.23 | |
| Condition (0 = Hypo.,1 = Real) | -8.54 | -4.51 (3.45) | -2.32 (3.60) | |
| Gender x TICS | -0.09 (0.10) | -0.07 (0.10) | ||
| Gender x Condition | -8.75 | -9.81 | ||
| Gender x Condition x TICS | 0.24 | 0.22 | ||
| Frame (0 = loss, 1 = win) | -5.44 | |||
| Gender Recipient | 1.83 (2.51) | |||
| Game Theory (1 = yes) | -9.10 | |||
| Donation (1 = yes) | 1.38 (2.57) | |||
| Age | 0.48 (0.49) | |||
| Income | 1.75 (2.51) | |||
| HADS_A | -0.04 (0.48) | |||
| HADS_D | 0.29 (0.55) | |||
| AcuteStress | -0.03 (0.05) | |||
| Single | 4.51 (2.81) | |||
| Constant | 24.52 | 26.38 | 22.15 | 8.76 (13.22) |
| Observations | 348 | 348 | 348 | 343 |
Note:
+p < .10;
*p < .05;
***p < .001