| Literature DB >> 34748600 |
Sergio A Useche1, Eliseo Valle2, Raquel Valle-Escolano3, Natura Colomer-Pérez4.
Abstract
Besides its several threats to health, welfare, social and academic development and performance of kids and teenagers, school bullying remains highlighted as one of the most relevant related challenges for educational, behavioral and legal sciences worldwide. Moreover, the lack of research on the field and the crucial but unattended need to count on psychometrically suitable and valid tools to detect school bullying make difficult understanding its contexts, dynamics and possible solutions. Objective The aim of this study was to thoroughly present in detail the psychometric properties and validity issues of the School Bullying Questionnaire (CIE-A) among secondary students. Methods A regionwide sample of 810 (47.2% girls) secondary students attending to 21 schools across the Valencian Community (Spain), aged M = 14.40 (SD = 1.61) years, responded to a paper-based questionnaire containing the 36-item version of the CIE-A and various scales related to psychosocial health and wellbeing, used as criterion variables. Results The outcomes of this study suggest that the CIE-A has a clear factor structure, an optimal set of item loadings and goodness-of-fit indexes. Further, that CIE-A has shown good internal consistency and reliability indexes, coherent associations with other mental health and academic performance variables, and the possibility to assess gender differences on bullying-related factors among secondary students. Conclusion The CIE-A may represent a suitable tool for assessing bullying in a three-factorial approach (i.e., victimization, symptomatology, and intimidation), offering optimal psychometric properties, validity and reliability insights, and the potentiality of being applied in the school environment. Actions aimed at improving the school coexistence and the well-being of secondary students, targeting potential bullied/bully profiles or seeking to assess demographic and psychosocial correlates of bullying among teenagers, might get benefited from this questionnaire.Entities:
Mesh:
Year: 2021 PMID: 34748600 PMCID: PMC8575267 DOI: 10.1371/journal.pone.0259392
Source DB: PubMed Journal: PLoS One ISSN: 1932-6203 Impact factor: 3.240
Sociodemographic characteristics of the study participants.
| Variable | Group/value | n | % |
|---|---|---|---|
|
| Female | 382 | 47.2% |
| Male | 428 | 52.8% | |
|
| 1st Secondary | 206 | 25.4% |
| 2nd Secondary | 212 | 26.2% | |
| 3rd Secondary | 103 | 12.6% | |
| 4th Secondary | 180 | 22.2% | |
| 1st Baccalaureate | 109 | 13.5% | |
|
| Yes | 215 | 26.5% |
| No | 584 | 72.1% | |
|
| Never | 37 | 4.6% |
| Rarely | 28 | 3.5% | |
| Weekly or less | 27 | 3.3% | |
| Several times a week | 71 | 8.8% | |
| Once a day | 65 | 8.0% | |
| Several times a day | 568 | 70.1% | |
| N/R (prefers not answering) | 14 | 1.7% |
Competitive CFA–goodness-of-fit indices obtained for the structural models.
| Model |
|
| RMSEA | 90% CI | CFI | NFI | IFI | |
|---|---|---|---|---|---|---|---|---|
| Lower | Upper | |||||||
| 1. Bifactorial solution | 1662.237 | < .001 | .078 | .075 | .082 | .727 | .695 | .701 |
| 2. Three-factor solution | 1447.489 | < .001 | .064 | .061 | .067 | .866 | .826 | .867 |
| 4. Three-factor adjusted solution (retained)* | 1254.002 | < .001 | .040 | .037 | .043 | .941 | .901 | .942 |
Notes for the table
a p-value
b Root Mean Square Error of Approximation
c Confidence Interval for RMSEA at the level 90%
d Confirmatory Fit Index
e Normed Fit Index
f Incremental Fit Index.
Item descriptive—factorial composition and bootstrapped bias-corrected coefficients of the retained three-factor model for the CIE-A.
| Item | Content | Factor | M | SD | λ | S.E. | C.R. |
| Bootstrap bias-corrected values | ||||
|---|---|---|---|---|---|---|---|---|---|---|---|---|---|
| Estimate | S.E. | 95% CI |
| ||||||||||
| CIE1 | Factor 1: Victimization | .340 | .542 | .513 | .095 | 12.549 | < .001 | 1.188 | .102 | 1.016 | 1.368 | .009 | |
| CIE2 | .140 | .381 | .558 | .065 | 11.753 | < .001 | .763 | .066 | .660 | .879 | .012 | ||
| CIE3 | .170 | .428 | .665 | .077 | 13.138 | < .001 | 1.015 | .077 | .903 | 1.154 | .009 | ||
| CIE4 | .410 | .584 | .480 | .094 | 10.731 | < .001 | 1.007 | .095 | .847 | 1.156 | .023 | ||
| CIE5 | .200 | .483 | .599 | .084 | 12.368 | < .001 | 1.039 | .076 | .936 | 1.202 | .007 | ||
| CIE6 | CRI | .360 | .582 | .721 | .111 | 13.623 | < .001 | 1.506 | .108 | 1.330 | 1.651 | .032 | |
| CIE7 | α | .200 | .475 | .657 | .086 | 13.045 | < .001 | 1.123 | .091 | 1.004 | 1.298 | .009 | |
| CIE8 | ω | .320 | .556 | .593 | .096 | 12.369 | < .001 | 1.183 | .104 | 1.043 | 1.378 | .012 | |
| CIE9 | .170 | .463 | .627 | .082 | 12.723 | < .001 | 1.043 | .083 | .925 | 1.217 | .012 | ||
| CIE10 | .630 | .731 | .389 | .111 | 9.227 | < .001 | 1.020 | .111 | .813 | 1.170 | .028 | ||
| CIE11 | .110 | .373 | .651 | .066 | 13.006 | < .001 | .854 | .070 | .754 | .993 | .009 | ||
| CIE12 | .110 | .376 | .625 | .067 | 12.549 | < .001 | .842 | .075 | .731 | .984 | .011 | ||
| CIE13 | Factor 2: Symptomatology | .480 | .665 | .465 | .063 | 11.747 | < .001 | .737 | .059 | .637 | .839 | .007 | |
| CIE14 | .240 | .478 | .598 | .081 | 11.439 | < .001 | .923 | .079 | .801 | 1.064 | .013 | ||
| CIE15 | .480 | .608 | .404 | .088 | 9.030 | < .001 | .795 | .090 | .657 | .947 | .011 | ||
| CIE16 | .560 | .719 | .322 | .098 | 7.641 | < .001 | .749 | .095 | .622 | .939 | .008 | ||
| CIE17 | .500 | .644 | .552 | .105 | 10.949 | < .001 | 1.150 | .106 | .996 | 1.344 | .014 | ||
| CIE18 | CRI | .170 | .447 | .568 | .073 | 11.216 | < .001 | .818 | .081 | .695 | .968 | .010 | |
| CIE19 | α | .360 | .612 | .795 | .122 | 12.960 | < .001 | 1.576 | .130 | 1.392 | 1.802 | .012 | |
| CIE20 | ω | .420 | .617 | .709 | .114 | 12.413 | < .001 | 1.410 | .120 | 1.206 | 1.584 | .014 | |
| CIE21 | .300 | .569 | .697 | .104 | 12.303 | < .001 | 1.283 | .104 | 1.110 | 1.447 | .016 | ||
| CIE22 | .460 | .633 | .701 | .116 | 12.336 | < .001 | 1.430 | .116 | 1.265 | 1.647 | .010 | ||
| CIE23 | .560 | .687 | .614 | .117 | 11.523 | < .001 | 1.351 | .126 | 1.161 | 1.594 | .009 | ||
| CIE24 | .460 | .664 | .632 | .115 | 11.747 | < .001 | 1.356 | .115 | 1.193 | 1.570 | .013 | ||
| CIE25 | Factor 3: Intimidation | .140 | .389 | .426 | .064 | 10.463 | < .001 | .668 | .064 | .557 | .768 | .011 | |
| CIE26 | .070 | .295 | .675 | .095 | 12.545 | < .001 | 1.193 | .095 | 1.036 | 1.345 | .009 | ||
| CIE27 | .080 | .326 | .761 | .127 | 11.757 | < .001 | 1.494 | .128 | 1.274 | 1.698 | .012 | ||
| CIE28 | .050 | .258 | .724 | .097 | 11.606 | < .001 | 1.131 | .092 | .978 | 1.295 | .009 | ||
| CIE29 | .100 | .350 | .645 | .122 | 11.162 | < .001 | 1.363 | .114 | 1.142 | 1.544 | .019 | ||
| CIE30 | CRI | .070 | .308 | .829 | .131 | 11.757 | < .001 | 1.540 | .123 | 1.325 | 1.749 | .008 | |
| CIE31 | α | .100 | .340 | .727 | .128 | 11.662 | < .001 | 1.488 | .118 | 1.297 | 1.688 | .007 | |
| CIE32 | ω | .230 | .462 | .599 | .140 | 11.956 | < .001 | 1.668 | .138 | 1.464 | 1.918 | .009 | |
| CIE33 | .110 | .366 | .741 | .140 | 11.668 | < .001 | 1.638 | .127 | 1.469 | 1.881 | .007 | ||
| CIE34 | .060 | .288 | .641 | .100 | 11.114 | < .001 | 1.111 | .095 | .940 | 1.255 | .013 | ||
| CIE35 | .090 | .341 | .771 | .134 | 11.826 | < .001 | 1.585 | .134 | 1.393 | 1.857 | .006 | ||
| CIE36 | .160 | .445 | .558 | .143 | 10.473 | < .001 | 1.497 | .146 | 1.301 | 1.795 | .009 | ||
Notes for the table
a Mean
b Standard Deviation
c Standardized factor loading
d Standard Error
e Critical Ratio
f All p-values were lower than .001
g Bootstrapped (bias-corrected) model
h Unstandardized estimates
i Confidence Interval at the level 95% (lower bound–left; upper bound–right)
j All p-values in bootstrap were lower than .010
k Composite Reliability Index
l Cronbach’s alpha
m McDonald’s omega.
Fig 1CIE-A structure.
Standardized parameter estimates and factor correlations. Notes: All standardized estimates were p < .001; the numbers within squares represent the original numbers of the items in the CIE-A (as shown in Table 3).
Concurrent validity (bivariate correlations) between CIE-A factors and theoretically related Criterion Variables (CVs).
| Factor | Statistic | F2 | F3 | CV1 | CV2 | CV3 | |
|---|---|---|---|---|---|---|---|
|
| Victimization |
| .684 | .799 | .324 | -.292 | .129 |
| Sig. | |||||||
|
| Symptomatology |
| 1 | .495 | .550 | -.410 | .130 |
| Sig. | -- | ||||||
|
| Intimidation |
| 1 | .175 | -.220 | .131 | |
| Sig. | -- | ||||||
|
| Psychological Distress |
| 1 | -.513 | .088 | ||
| Sig. | -- | ||||||
|
| Satisfaction with Life |
| 1 | -.121 | |||
| Sig. | -- | ||||||
|
| Negative school outcomes |
| 1 | ||||
| Sig. | -- | ||||||
Notes for the table
a Dummy variable; success = having failed at least one of the last five academic years
** Correlation is significant at the .001 level (2-tailed)
* Correlation is significant at the .050 level (2-tailed).
Descriptive data, confidence intervals and Welch’s robust mean comparisons.
Categorical factor: Gender.
| Factor | Category |
| Sum | M | SD | SE | 95% CI | Welch | ||||
|---|---|---|---|---|---|---|---|---|---|---|---|---|
| Lower | Upper | Statistic | df1 | df2 | Sig. | |||||||
|
| Female | 428 | 2.602 | .217 | 3.388 | .164 | 2.280 | 2.924 | 19.220 | 1 | 740.238 | < .001 |
| Male | 382 | 3.770 | .315 | 4.110 | .210 | 3.357 | 4.184 | |||||
| Total | 810 | 3.153 | .262 | 3.789 | .133 | 2.892 | 3.414 | |||||
|
| Female | 428 | 5.756 | .480 | 5.159 | .249 | 5.266 | 6.246 | 23.917 | 1 | 792.154 | < .001 |
| Male | 382 | 4.181 | .348 | 3.987 | .204 | 3.779 | 4.582 | |||||
| Total | 810 | 5.013 | .418 | 4.707 | .165 | 4.688 | 5.338 | |||||
|
| Female | 428 | .585 | .049 | 1.812 | .088 | .413 | .757 | 46.263 | 1 | 541.455 | < .001 |
| Male | 382 | 1.996 | .167 | 3.677 | .188 | 1.627 | 2.366 | |||||
| Total | 810 | 1.251 | .104 | 2.932 | .103 | 1.048 | 1.453 | |||||
Notes for the table
a Standard Deviation
b Standard Error
c Confidence Interval at 95%
d Asymptotically distributed (F)
e p-value obtained for Welch’s Robust Tests of Equality of Means.
Fig 2Gender differences.
Gender-based score comparisons for the three CIE-A dimensions. Compared values represent aggregate scale scores.