| Literature DB >> 35702566 |
Yidong Tu1, Diwan Li2, Hai-Jiang Wang3.
Abstract
The COVID-19 pandemic has hit the hospitality industry hard globally, resulting in millions of employees being laid off. Drawing upon the conservation of resources theory, this study aims to empirically examine how and when COVID-19-induced layoff influences employees' in-role and extra-role performance in the hospitality industry. We tested this model by using field data collected from 302 employees and their supervisors in China across two waves. Results revealed that COVID-19-induced layoff increases survivors' COVID-19-related stress, which in turn leads to decreased in-role and extra-role performance. The strength of these indirect effects is mitigated by perceived family support against COVID-19. Unexpectedly, perceived organizational support against COVID-19 intensifies these indirect effects. The theoretical and practical implications of this study are further discussed.Entities:
Keywords: COVID-19-induced layoff; COVID-19-related stress; Job performance; Social support
Year: 2021 PMID: 35702566 PMCID: PMC9183452 DOI: 10.1016/j.ijhm.2021.102912
Source DB: PubMed Journal: Int J Hosp Manag ISSN: 0278-4319
Fig. 1Research model.
The results of confirmatory factor analysis.
| Models | χ2 | CFI | TLI | SRMR | RMSEA | |
|---|---|---|---|---|---|---|
| Six-factor model (baseline model) | 895.091 | 309 | .928 | .918 | .052 | .079 |
| Five-factor model a | 1291.490 | 314 | .88 | .865 | .075 | .102 |
| Five-factor model b | 2150.78 | 314 | .774 | .747 | .109 | .139 |
| Five-factor model c | 1530.549 | 314 | .85 | .833 | .081 | .113 |
| Five-factor model d | 1205.264 | 351 | .89 | .877 | .056 | .097 |
Note: n = 302.
Six-factor model is baseline model with six measures.
Five-factor model a combines COV-layoff and COV-stress on the basis of baseline model.
Five-factor model b combines COV-layoff and POS-COV on the basis of baseline model.
Five-factor model c combines PFS-COV and POS-COV on the basis of baseline model.
Five-factor model d combines in-role performance and extra-role performance on the basis of baseline model.
Means, standard deviations and correlations.
| Variable | M | SD | 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 |
|---|---|---|---|---|---|---|---|---|---|---|
| 1. Gender(T1) | .55 | .50 | ||||||||
| 2. Age (T1) | 33.2 | 7.66 | −.03 | |||||||
| 3. Education(T1) | 13.23 | 2.17 | .18* | −.55*** | ||||||
| 4. COV-layoff (T1) | 4.76 | 1.41 | .13* | −.20*** | .16** | |||||
| 5. COV-stress (T1) | 3.96 | 1.43 | −.05 | −.16** | −.01 | .29*** | ||||
| 6. POS-COV (T1) | 4.69 | 1.16 | .01 | .21*** | −.16** | −.34*** | −.14* | |||
| 7. PFS-COV (T1) | 5.39 | 1.13 | .12 | .15** | −.15** | .03 | −.06 | .52*** | ||
| 8. In-role performance (T2) | 5.87 | .77 | −.27*** | −.10 | −.09 | −.08 | −.06 | .13* | .02 | |
| 9. Extra-role performance (T2) | 5.45 | .96 | −.22*** | −.17** | −.06 | −.02 | −.05 | .05 | −.02 | .81*** |
Note: n = 302, * p < 0.05, ** p < 0.01, *** p < 0.001 (two-tailed).
Indirect effects of COV-stress between COV-layoff and in-role and extra-role performance.
| Variable | COV-stress (T1) | In-role performance (T2) | Extra-role performance (T2) |
|---|---|---|---|
| β(S.E) | β(S.E) | β(S.E) | |
| Intercept | 3.978(.102)** | 5.119 (1.653)*** | 3.92 (2.169)* |
| Gender (T1) | .359(.246) | .047(.089) | .106(.118) |
| Age (T1) | −.002(.015) | −.002(.005) | −.001(.007) |
| Education(T1) | −.096(.055) | −.005(.02) | .011(.026) |
| COV-layoff (T1) | .304(.065)** | −.007(.024) | .007(.032) |
| COV-stress (T1) | −.059(.022)** | −.082(.03)** | |
| .092** | .031 | .035 | |
| IND1 | −.018 (95 % CI [−.035, −.004]) | ||
| IND2 | −.025 (95 % CI [−.048, −.006]) | ||
Note: n = 302, * p < 0.05, ** p < 0.01, *** p < 0.001 (two-tailed). IND1 means indirect effect of COV-layoff on in-role performance via COV-stress; IND2 means indirect effect of COV-layoff on extra-role performance via COV-stress.
Moderation of POS–COV and PFS–COV in the relationship between COV-layoff and COV-stress.
| Variable | COV-stress (T2) | COV-stress (T2) |
|---|---|---|
| β(S.E) | β(S.E) | |
| Intercept | 3.705 (.161)*** | 3.964 (.383)*** |
| Gender (T1) | .357(.255) | .379(.254) |
| Age (T1) | −.001(.009) | −.002(.009) |
| Education (T1) | −.102(.063) | −.097(.062) |
| COV-layoff (T1) | .321(.091)*** | .305(.107)** |
| POS-COV (T1) | −.024(.109) | |
| PFS-COV (T1) | −.048(.122) | |
| COV-layoff × POS-COV | .128(.058)* | |
| COV-layoff × PFS-COV | −.077(.036)* | |
| .134* | .107+ |
Note: n = 302, +p < 0.10, * p < 0.05, ** p < 0.01, *** p < 0.001 (two-tailed).
Fig. 2Moderating effect of POS-COV in the relationship between COV-layoff and COV-stress.
Fig. 3Moderating effect of PFS-COV in the relationship between COV-layoff and COV-stress.
Conditional indirect effects of COV-stress at different levels of moderators.
| Mediation model | Level of moderator | Indirect effect |
|---|---|---|
| COV-layoff→ COV-stress→ In-role performance | Low POS-COV | −.011 (95 %CI[−.027, .002]) |
| High POS-COV | −.025 (95 %CI[−.053, −.006]) | |
| Difference | −.015 (95 %CI[−.040, −.001]) | |
| COV-layoff→ COV-stress→ Extra-role performance | Low POS-COV | −.016 (95 %CI[−.039, .003]) |
| High POS-COV | −.036 (95 %CI[−.075, −.009]) | |
| Difference | −.021 (95 %CI[−.057, −.002]) | |
| COV-layoff → COV-stress→ In-role performance | Low PFS-COV | −.023 (95 %CI[−.048, −.005]) |
| High PFS-COV | −.013 (95 %CI[−.033, .001]) | |
| Difference | .009 (95 %CI[.001, .025]) | |
| COV-layoff→ COV-stress→ Extra-role performance | Low PFS-COV | −.033 (95 %CI[−.068, −.008]) |
| High PFS-COV | −.019 (95 %CI[−.046, .001]) | |
| Difference | .013 (95 %CI[.001, .036]) |
Note: n = 302, Bootstrap n = 50000.