| Literature DB >> 35282261 |
Teng Liu1, Qian Liu2, Daokui Jiang1.
Abstract
Based on the 2017 China General Social Survey data, with 5,439 observations as research objects, this paper empirically tests the impact of flexible employment on workers' wellbeing and introduces labor income as mediator and social security as moderator to explore the mechanism of action. The empirical results show that: flexible employment has an inverted U-shaped relationship with workers' wellbeing, which indicates that increasing employments' flexibility will first rise and then reduce their perceived subjective wellbeing after reaching the peak; labor income plays a mediating role in the relationship of flexible employment and wellbeing of workers; social security moderates the mediating effect of labor income whereas the moderating role in the relationship between flexible employment and workers' wellbeing is not observed. Implications and future development of flexible employment are discussed.Entities:
Keywords: flexible employment; labor income; social insurance; social survey; workers’ wellbeing
Year: 2022 PMID: 35282261 PMCID: PMC8916237 DOI: 10.3389/fpsyg.2022.771598
Source DB: PubMed Journal: Front Psychol ISSN: 1664-1078
Figure 1The proposed mediated moderation model.
Variable definition and description.
| Variable type | Variable name | Variable description |
|---|---|---|
| Dependent variable | Flexible employment | Respondent’s degree of flexibility in employment: very inflexible = 1, relatively inflexible = 2, generally flexible = 3, relatively flexible = 4, very flexible = 5 |
| Independent variable | Workers’ wellbeing | Respondents’ perception of happiness in life: very unhappy = 1, relatively unhappy = 2, not happy or unhappy = 3, relatively happy = 4, and very happy = 5 |
| Moderating variable | Social insurance | Respondents’ level of social insurance contributions: very low = 1 (not participating in any social security projects), relatively low = 2 (only participating in 1 social security project), normal level = 3 (participating in 2 social security projects), Relatively high = 4 (participating in 3 social security projects), and very high = 5 (participating in 4 social security projects) |
| Mediating variable | Labor income | The logarithm of the interviewee’s annual labor income |
| Control variables | Age | Respondent’s age |
| Gender | Male = 1, female = 2 | |
| Education | Elementary school and below = 1, junior high school = 2, high school/secondary school = 3, junior college = 4, undergraduate, and above = 5 | |
| Census register | City = 1, Countryside = 2 | |
| Health | Very unhealthy = 1, relatively unhealthy = 2, general = 3, relatively healthy = 4, very healthy = 5 |
Means, standard deviations, and correlations of the main study variables.
| S. No | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 | |
|---|---|---|---|---|---|---|---|---|---|---|
| 1. | Gender | 1 | ||||||||
| 2. | Age | −.004 | 1 | |||||||
| 3. | Census register | −.029 | .193 | 1 | ||||||
| 4. | Health | .044 | −.297 | −.173 | 1 | |||||
| 5. | Education | −.025 | −.383 | −.431 | .238 | 1 | ||||
| 6. | Flexible employment | −.129 | −.102 | −.213 | .127 | .033 | 1 | |||
| 7. | Workers’ wellbeing | .030 | −.053 | −.071 | .263 | .175 | .036 | 1 | ||
| 8. | Labor income | −.150 | −.203 | −.448 | .252 | .473 | .212 | .172 | 1 | |
| 9. | Social insurance | .029 | .066 | −.148 | .066 | .314 | −.028 | .130 | .261 | 1 |
| Mean | 1.480 | 44.540 | 1.320 | 3.790 | 6.200 | 1.230 | 3.830 | 1.306 | 2.920 | |
| SD | .500 | 9.997 | .468 | .983 | 3.410 | 1.312 | .822 | 1.250 | .890 |
N = 5439.
p < .05;
p < .01;
p < .001.
Results of hierarchical regression analysis.
| Variables | Labor income | Workers’ wellbeing | |||||
|---|---|---|---|---|---|---|---|
| 1 | 2 | 3 | 4 | 5 | 6 | 7 | |
| Gender | −.364 | −.322 | −.267 | .076 | .081 | .094 | .117 *** |
| Age | .001 | .003 | .001 | .006 | .007 | .007 | .007 |
| Census register | −.790 | −.629 | −.502 | .049 | .072 | .089 | .133 |
| Health | .156 | .126 | .097 | .214 | .209 | .252 | .244 |
| Education | .116 | .114 | .078 | .038 | .037 | .038 | .031 |
| FE | .480 | .472 | .078 | .111 | .070 | ||
| FE2 | −.091 | −.366 | −.016 | −.094 | −.062 | ||
| SI | .125 | .068 | .057 | ||||
| FE*SI | −.010 | .027 | .027 | ||||
| FE2*SI | .004 | −.031 | −.031 | ||||
| LI | .087 | ||||||
|
| .333 | .359 | .372 | .090 | .091 | .096 | .100 |
| Δ | – | .026 | .013 | – | .001 | .004 | .005 |
N = 5439, FE, flexible employment, FE2, square of flexible employment, SI, social insurance, LI, labor income.
p < .05;
p < .01;
p < .001.
Figure 2The direct moderating effect of social security.
Figure 3The indirect moderating effect of social security.
Bootstrap test results of moderated mediating effect.
| Moderated variable | Level | Effect | SE | 95%CI |
|---|---|---|---|---|
| Social insurance | Low(−1 SD) | .0059 | .0016 | [.0031, .0094] |
| Medium | .0057 | .0014 | [.0033, .0088] | |
| High(+1 SD) | .0055 | .0017 | [.0028, .0098] |