| Literature DB >> 34106976 |
Nathasha Udugampolage1, Rosario Caruso2, Mariangela Panetta1, Edward Callus3,4, Federica Dellafiore2, Arianna Magon2, Susan Marelli1, Alessandro Pini1.
Abstract
INTRODUCTION: The structural validity and reliability of the Short-Form Health Survey 12 (SF-12) has not yet been tested in adults with the Marfan syndrome (MFS). This gap could undermine an evidence-grounded practice and research, especially considering that the need to assess health-related quality of life in patients with MFS has increased due to the improved life expectancy of these patients and the need to identify their determinants of quality of life. For this reason, this study aimed to confirm the dimensionality (structural validity) of the SF-12, its concurrent validity, and its reliability (internal consistency).Entities:
Year: 2021 PMID: 34106976 PMCID: PMC8189474 DOI: 10.1371/journal.pone.0252864
Source DB: PubMed Journal: PLoS One ISSN: 1932-6203 Impact factor: 3.240
Socio demographic characteristics of the sample (N = 111) and description of the domains of SF12 and SF36.
| % | |||
|---|---|---|---|
| Age | |||
| years (mean; SD) | 42.91 | 12.19 | |
| Sex | |||
| Male | 45 | 40.5 | |
| Female | 66 | 59.5 | |
| Education | |||
| Lower than high school diploma | 28 | 25.2 | |
| High school diploma | 48 | 43.2 | |
| Higher than high school diploma | 35 | 31.5 | |
| Year from diagnosis | |||
| years (mean; SD) | 16.77 | 14.09 | |
| Yes | 9 | 8.1 | |
| No | 80 | 72.1 | |
| Don’t know | 22 | 19.8 | |
| PCS36 | |||
| Score (mean; SD) | 65.83 | 36.73 | |
| MCS36 | |||
| Score (mean; SD) | 59.97 | 27.15 | |
| PCS12 | |||
| Score (mean; SD) | 45.93 | 10.79 | |
| MCS12 | |||
| Score (mean; SD) | 45.41 | 10.17 | |
Note: SD = standard deviation.
Psychometric evaluation of SF12: Confirmatory factor analysis (estimator = WLSMV).
| Mean ± SD | Frequency (per cent) of the ratings | CFA Factor Loadings | ||
|---|---|---|---|---|
| PCS12 | MCS12 | |||
| Item 1 | 3.24 0.94 | Rating 1 = 2 (1.8%) | ||
| Rating 2 = 19 (17.1%) | ||||
| Rating 3 = 49 (44.1%) | ||||
| Rating 4 = 24 (21.6%) | ||||
| Rating 5 = 12 (10.8%) | ||||
| Missing = 5 (4.5%) | ||||
| Item 2 | 2.58 0.64 | Rating 1 = 9 (8.1%) | ||
| Rating 2 = 27 (24.3%) | ||||
| Rating 3 = 69 (62.2%) | ||||
| Missing = 6 (5.4%) | ||||
| Item 3 | 2.41 0.63 | Rating 1 = 8 (7.2%) | ||
| Rating 2 = 46 (41.4%) | ||||
| Rating 3 = 50 (45.0%) | ||||
| Missing = 7 (6.3%) | ||||
| Item 4 | 1.64 0.48 | Rating 1 = 38 (34.2%) | ||
| Rating 2 = 67 (60.4%) | ||||
| Missing = 6 (5.4%) | ||||
| Item 5 | 1.62 0.48 | Rating 1 = 39 (35.1%) | ||
| Rating 2 = 64 (57.7%) | ||||
| Missing = 8 (7.2%) | ||||
| Item 6 | 1.62 0.48 | Rating 1 = 39 (35.1%) | ||
| Rating 2 = 64 (57.7%) | ||||
| Missing = 8 (7.2%) | ||||
| Item 7 | 1.56 0.49 | Rating 1 = 46 (41.4%) | ||
| Rating 2 = 58 (52.3%) | ||||
| Missing = 7 (63.%) | ||||
| Item 8 | 2.25 1.09 | Rating 1 = 33 (29.7%) | ||
| Rating 2 = 28 (25.2%) | ||||
| Rating 3 = 29 (26.1%) | ||||
| Rating 4 = 12 (10.8%) | ||||
| Rating 5 = 2 (1.8%) | ||||
| Missing = 7 (6.3%) | ||||
| Item 9 | 3.39 1.06 | Rating 1 = 4 (3.6%) | ||
| Rating 2 = 22 (19.8%) | ||||
| Rating 3 = 20 (18.0%) | ||||
| Rating 4 = 46 (41.4%) | ||||
| Rating 5 = 12 (10.8) | ||||
| Missing = 7 (6.3%) | ||||
| Item 10 | 3.84 1.06 | Rating 1 = 13 (11.7%) | ||
| Rating 2 = 23 (20.7%) | ||||
| Rating 3 = 41 (36.9%) | ||||
| Rating 4 = 22 (19.8%) | ||||
| Rating 5 = 5 (4.5%) | ||||
| Missing = 7 (6.3%) | ||||
| Item 11 | 4.26 0.97 | Rating 1 = 1 (0.9%) | ||
| Rating 2 = 4 (3.6%) | ||||
| Rating 3 = 12 (10.8%) | ||||
| Rating 4 = 47 (42.3%) | ||||
| Rating 5 = 32 (28.8%) | ||||
| Rating 6 = 9 (8.1%) | ||||
| Missing = 6 (5.4%) | ||||
| Item 12 | 4.09 1.12 | Rating 1 = 4 (3.6%) | ||
| Rating 2 = 8 (7.2%) | ||||
| Rating 3 = 13 (11.7%) | ||||
| Rating 4 = 33 (29.7%) | ||||
| Rating 5 = 45 (40.5%) | ||||
| Missing = 8 (7.2%) | ||||
Model fit: χ2(53) = 101.83, p < 0.001; χ2/df = 1.9; RMSEA = 0.072, 90% CI (0.054–0.089); CFI = 0.944; TLI = 0.931; SRMR = 0.032.
WLSMV = Maximum Likelihood and Weighted Least Square Mean and Variance Adjusted Estimators.