| Literature DB >> 29731450 |
Audrey Morice-Ramat1, Lionel Goronflot1, Gilles Guihard2.
Abstract
OBJECTIVES: To explore resilience, resilience predicting factors and resilience distribution in French medical residents.Entities:
Keywords: burnout; coping; family medicine; medical formation; mental health; stress
Mesh:
Year: 2018 PMID: 29731450 PMCID: PMC5951779 DOI: 10.5116/ijme.5ac6.44ba
Source DB: PubMed Journal: Int J Med Educ ISSN: 2042-6372
Determination of the psychometric properties of empathy and alexithymia scales
| Scale | KMO | Bartlett’s test | AIC range | Mean rIS (135) (SD) [95% CI] | Confirmatory analysis | Indicators of internal consistency | ||||||
|---|---|---|---|---|---|---|---|---|---|---|---|---|
| 2/df | sRMR | GFI | AGFI | RMSEA | CFI | GLB | ω [95% CI] | |||||
| f-JSPE | 0.79 | χ2(190, N = 137) = 598.8, p < 0.001 | 0.608 - 0.872 | 0.29 (0.15) [0.22-0.36] | 1.32 | 0.07 | 0.87 | 0.84 | 0.047 | 0.88 | 0.87 | 0.70 [0.67-0.74] |
| f-TAS20 | 0.814 | χ2(190, N = 137) = 830.9, p < 0.001 | 0.610 - 0.911 | 0.42 (0.16) [0.34-0.50] | 1.34 | 0.07 | 0.87 | 0.83 | 0.05 | 0.92 | 0.91 | 0.84 [0.81- 0.88] |
AGFI: Adjusted Goodness-of-Fit Index; AIC: anti-image coefficient; CFI: Confirmatory Fit Index; χ2/df: normed χ2; df: degree of freedom; GFI: Goodness-of-Fit Index; GLB: Greatest Lower Bound coefficient; rIS: item-score correlation coefficient; KMO: Kaiser-Meyer-Olkin coefficient; ω: McDonald’s ω coefficient; RMSEA: Root Mean Square Error of Approximation; sRMR: standardized Root Mean Square of Residuals; [95% CI]: 95% confidence interval.
Resilience, empathy and alexithymia of general practice residents
| Variable | f-CDRISC | f-JSPE | f-TAS20 |
|---|---|---|---|
| Overall (n=137) | 3.17 (.73) [2.77 – 3.57] | 5.61 (.43) [5.44 – 5.73] | 2.38 (.54) [2.23 – 2.58] |
| Female (n=94) | 2.79 (.70) [2.57 – 3.01] | 5.63 (.41) [5.44 – 5.72] | 2.38 (.54) [2.28 – 2.62] |
| Male (n=43) | 3.34 (.63) [3.17 – 3.57] | 5.57 (.47) [5.44 – 5.73] | 2.37 (.56) [2.17 – 2.53] |
| Gender Comparison (d) | t(135) = 2.09 , p = .038 (.12) | t(135) = .69 , p = .408 | t(135) = .01 , p = .918 |
| Year-1 (41) | 3.13 (.67) [2.92 – 3.34] | 5.57 (.49) [5.46 – 5.71] | 2.40 (.56) [2.23 – 2.58] |
| Year-2 (53) | 2.79 (.69) [2.57 – 3.00] | 5.57 (.47) [5.41 – 5.72] | 2.41 (.54) [2.24 – 2.57] |
| Year-3 (43) | 3.49 (.63) [3.29 – 3.69] | 5.69 (.40) [5.56 – 5.82] | 2.27 (.55) [2.09 – 2.44] |
| Between-year Comparison (η2) | F(2, 134) = 6.10, p < .001 (.18) | F(2, 134) = .60, p = .549 | F(2, 134) = .47, p = .628 |
| Gender x Year Comparison | F(1, 131) = 3.70, p = .027 | F(1,131) = 2.25, p = .109 | F(1, 131) = 2.12, p = .124 |
Data correspond to average scores (SD) and 95% confidence interval ([95% CI]) calculated for the overall sample and different sub-samples. d and η2: effect size of differences.
Characteristics of the clusters resulting from cluster and discriminant analyses
| Analysis | Characteristics | Cluster 1 | Cluster 2 | test, significance (d) |
|---|---|---|---|---|
| N | 54 | 83 | ||
| Cluster analysis | f-CDRISC | 3.58 (.62) | 2.81 (.64) | t(135)= -6.99, p< .001 (1.22) |
| f-JSPE | 5.91 (.31) | 5.42 (.38) | t(135)= -8.06, p< .001 (1.44) | |
| f-TAS20 | 1.88 (.35) | 2.70 (.38) | t(135) = 12.91, p< .001 (2.27) | |
| Discriminant analysis | N | 54 | 83 | |
| f-CDRISC | 3.58 (.62) | 2.81 (.63) | t(135)= -6.95, p< .001 (1.23) | |
| f-JSPE | 5.91 (.31) | 5.43 (.38) | t(135)= -7.82, p< .001 (1.40) | |
| f-TAS20 | 1.87 (.34) | 2.70 (.38) | t(135)= 13.15, p< .001 (2.33) | |
| Gender (F - M) | 36 - 18 | 58 - 25 | χ2(1, N=137) =.04, p=.84 | |
| Year of formation (%) | 1 | 14 (25.9) | 27 (32.5) | χ2(2, N=137) =7.21, p=.03 |
| 2 | 16 (29.6) | 37 (44.6) | ||
| 3 | 24 (44.5) | 19 (22.9) |
The data correspond to average scores (SD). P value indicates the significance. The effect size is given by Cohen’s coefficient (d).