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Psychological and Socio-medical Aspects of AIDS/HIV
ISSN: 0954-0121 (Print) 1360-0451 (Online) Journal homepage: http://www.tandfonline.com/loi/caic20
Posttraumatic growth inventory: factor structure
in Spanish-speaking people living with HIV
Helena Garrido-Hernansaiz, Rocío Rodríguez-Rey & Jesús Alonso-Tapia
To cite this article: Helena Garrido-Hernansaiz, Rocío Rodríguez-Rey & Jesús Alonso-Tapia
(2017): Posttraumatic growth inventory: factor structure in Spanish-speaking people living with HIV,
AIDS Care, DOI: 10.1080/09540121.2017.1291900
To link to this article: http://dx.doi.org/10.1080/09540121.2017.1291900
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Date: 17 February 2017, At: 17:20
AIDS CARE, 2017
http://dx.doi.org/10.1080/09540121.2017.1291900
Posttraumatic growth inventory: factor structure in Spanish-speaking people
living with HIV
Helena Garrido-Hernansaiz
a
, Rocío Rodríguez-Rey
b
and Jesús Alonso-Tapia
a
a
Department of Biological and Health Psychology, Psychology Faculty, Universidad Autónoma de Madrid, Madrid, Spain; bDepartment of
Psychology, Health Sciences Faculty, Universidad Internacional Isabel I de Castilla, Burgos, Spain
ABSTRACT
ARTICLE HISTORY
This cross-sectional study analyzed the factorial structure of the Posttraumatic Growth Inventory
(PTGI) in a sample of 304 Spanish-speaking HIV-positive adults. Participants completed the PTGI
and a socio-demographic questionnaire. Exploratory factor analysis (EFA) was carried out
through structural equations modeling, with a Varimax rotation. Factors with eigenvalues greater
than 1 were extracted, and items with loadings higher than .5 on a factor and lower than .4 on
the rest were retained. Two confirmatory factor analyses (CFA) were performed to test a
hierarchical model and a bifactor model. Reliability analyses were conducted. EFA suggested a
three-factor model keeping 11 of the original 21 items. The three factors that emerged were
changes in philosophy of life, in the self and in interpersonal relationships. CFAs suggested that
only the bifactor model fitted the data. The three factors as well as the global scale showed
good reliability. The factor structure of PTGI’s scores in our data is consistent with the three
dimensions theorized by Tedeschi and Calhoun, which speaks in favor of the construct validity of
this measure.
Received 10 August 2016
Accepted 1 February 2017
Introduction
Posttraumatic growth (PTG) represents the positive
psychological changes that occur as the result of one’s
struggle with a potentially traumatic event. Such positive
changes may happen in the philosophy of life (e.g., how
the traumatic event may have changed people’s life
priorities), the perception of the self (e.g., how this
experience may have improved their self-reliance) and
interpersonal relationships (e.g., how it may have
improved their relationships with others; Tedeschi &
Calhoun, 1995, 1996). Thus, living through life’s adverse
experiences can have a positive impact. HIV diagnosis is
considered a traumatic experience, and although it has
been less explored than posttraumatic stress disorder,
evidence of PTG has been found in people living with
HIV (PLHIV), which in turn has been related to better
mental and physical outcomes (Barskova & Oesterreich,
2009; Milam, 2004).
The most widely-used instrument for PTG assessment is the Posttraumatic Growth Inventory (PTGI;
Tedeschi & Calhoun, 1996). Although originally developed to account for the three above-mentioned dimensions, the validation study found a five-dimensional
structure which is often used in research without
KEYWORDS
Posttraumatic growth
inventory; factor structure;
structural validity; HIV;
Spanish
conducting further analyses (Morris, ShakespeareFinch, Rieck, & Newbery, 2005). While some studies
have indeed supported this structure (Lee, Luxton,
Reger, & Gahm, 2010; Morris et al., 2005), others have
found one- (Milam, 2004), three- (Powell, Rosner,
Butollo, Tedeschi, & Calhoun, 2003; Rodríguez-Rey,
Alonso-Tapia, Kassam-Adams, & Garrido-Hernansaiz,
2016; Weiss & Berger, 2006) and four-factor solutions
(Ho, Chan, & Ho, 2004; Taku et al., 2007). Moreover, a
recent study which found a five-factor solution explored
the possibility of a bifactor model versus a hierarchical
one, finding that the former explained the data better
(Konkolÿ Thege, Kovács, & Balog, 2014). Therefore, it
does not seem justifiable to assume that a five-factor
structure of the PTGI is optimal and will hold across
different trauma-exposed populations such as PLHIV,
and research should also consider complex solutions
beyond the number of factors (i.e., hierarchical or bifactor models).
Regarding the HIV context, extant literature does not
provide sufficient evidence regarding the PTGI dimensions. For instance, Milam (2004) reported the unitary
character of the PTGI, but he only used 11 items of the
original 21-item PTGI and altered the response format.
CONTACT Helena Garrido-Hernansaiz
helenagarrido42@gmail.com
Departamento de Psicología Biológica y de la Salud, Facultad de Psicología, Universidad Autónoma de Madrid, C/Ivan Pavlov, 6, Madrid 28049, Spain
Supplemental data for this article can be accessed here. 10.1080/09540121.2017.1291900
© 2017 Informa UK Limited, trading as Taylor & Francis Group
2
H. GARRIDO-HERNANSAIZ ET AL.
Another recent study in PLHIV used the PTGI but did
not test its factorial structure (Murphy & Hevey, 2013).
Consequently, this study aimed to examine the factor
structure of the PTGI in a sample of Spanish-speaking
PLHIV so as to contribute to the understanding of this
construct in this population.
Methods
Procedures
The present cross-sectional study was approved by the
Institutional Review Board at the first author’s University. Participants were either referred to the study by
the staff of a healthcare center in Spain (n = 86) or
recruited through HIV non-profit organizations which
shared information about the study through their online
social networks (n = 231). The sample was composed of
304 PLHIV with a mean age of 35.51 years and a mean of
55.75 months since diagnosis. It was predominantly male
and homosexual. More details are given in Table S1 in
the supplemental material.
Instruments
Participants reported their age, gender, sexual orientation, country of origin, relationship status, educational
level, employment status and time since diagnosis. They
also completed the PTGI Spanish version (Weiss & Berger, 2006), a 21-item self-report measure of positive
changes after having experienced traumatic events
which showed good reliability (Cronbach’s alpha of global scale = .92, philosophy of life = .85, the self = .80,
interpersonal relationships = .87). Participants rated
each item on a 6-point Likert-scale (0 = I did not experience this change as a result of my crisis; 5 = I experienced
this change to a very great degree as a result of my crisis).
We substituted “as a result of my crisis” for “as a result of
my HIV diagnosis” to ensure that reported PTG was
related to HIV diagnosis.
Statistical analyses
We performed an exploratory factor analysis (EFA)
through structural equations modeling (SEM) and we
used MLMV as the estimation method, which is adequate for ordinal variables (DiStefano, 2002). Congruently with previous PTGI studies (Tedeschi & Calhoun,
1996; Weiss & Berger, 2006), varimax rotation was
applied, factors were extracted if eigenvalues > 1, and
items were retained if their loading was > .5 on a factor
and < .4 on the rest.
We then tested two models in confirmatory factor
analyses (CFA) through SEM. Both included the 11
items and three factors resulting from EFA. The hierarchical model had an additional second-order general
factor on which the three first-order factors loaded.
The bifactor model had an additional general factor on
which all the items loaded. The fit of both models was
assessed through fit indexes (RMSEA, SRMR, CFI,
TLI), following standard criteria (SRMR ≤ .08;
RMSEA ≤ .06; CFI, TLI ≥ .95) (Hu & Bentler, 1999).
The 90% confidence interval (CI) of RMSEA was also
examined for model comparison (Preacher, Zhang,
Kim, & Mels, 2013). Proportions of common variance
explained by each factor were obtained with the
explained common variance index (Rodriguez, Reise, &
Haviland, 2016) for the retained model. MPlus 7 was
used for all these analyses (Muthén & Muthén, 2012).
Reliability was assessed by Cronbach’s alpha (as in previous studies), using SPSS 23.
Results
The EFA suggested a three-factor solution which
explained 59% of the common variance. Table 1 shows
the item loadings on each factor and indicates the factor
to which each item pertained in the original PTGI validation study (Tedeschi & Calhoun, 1996). Eleven items
Table 1. Factor loadings of the three-factor model.
Factor loadings
in present study
New factor and item number
Factor in original PTGI
I
II
III
Factor I: Philosophy of life
#1
AL
.78 .17
.21
#2
AL
.69 .38
.22
Factor II: Self
#4
PS
.27
.58 .38
#10
PS
.26
.68 .38
#12
PS
.38
.73 .32
#19
PS
.33
.56 .32
Factor III: Interpersonal relationships
#8
RO
.23
.36
.68
#9
RO
.21
.31
.67
#14
NP
.18
.38
.53
#15
RO
.39
.12
.65
#16
RO
.25
.24
.76
Items failing to load differentially
#3
NP
.57
.45
.32
#5
SC
.43
.32
.40
#6
RO
.18
.40
.47
#7
NP
.51
.43
.40
#11
NP
.45
.64
.40
#13
AL
.54
.60
.35
#17
NP
.46
.33
.52
#18
SC
.22
.25
.38
#20
RO
.21
.43
.56
#21
RO
.18
.44
.55
Note: Factor loadings > .5 are highlighted in boldface when the item
loaded < .4 on the other factors. PTGI = Posttraumatic Growth Inventory.
AL = appreciation of life. NP = new possibilities. PS = personal strength.
RO = relating to others. SC = spiritual change.
AIDS CARE
Table 2. Model fit statistics for two models tested with
confirmatory factor analysis.
Model type
RMSEA (90% CI)
SRMR
CFI
TLI
Hierarchical
Bifactor
.10 (.08–.11)
.05 (.02–.07)
.08
.03
.91
.98
.88
.97
Note: df = degrees of freedom. p = level of significance. CI = confidence
interval.
were retained, their content was inspected, and factor
labels were generated: Factor I = positive changes in philosophy of life, Factor II = positive changes in the self, and
Factor III = positive changes in interpersonal relationships. Pearson’s correlation between the 21-item and
the 11-item versions of the PTGI was .98 (p < .001), indicating that there was no significant loss of information.
Confirmatory factor analyses were then conducted.
Table 2 shows the fit indices of the hierarchical and
bifactor models. Those of the former fell short of the
standard limits of acceptance while those of the latter
were excellent. Moreover, there was no overlapping
between the two models concerning the 90% CI of
RMSEA. Thus, the bifactor model was retained and is
depicted in Figure 1 along with the factor loadings and
squared multiple correlations. Of the 100% common variance, the general factor explained 72% and the three
specific factors explained 28%: 9% was explained by Factor I, 5% by Factor II and 14% by Factor III. Cronbach’s
alpha for the whole 11-item scale was .92, and was as follows for the factors: Factor I = .79; Factor II = .87; and
Factor III = .87.
Discussion
A three-factor structure of the PTGI emerged as the one
with the best fit in PLHIV. Eleven items were retained,
which is similar to the number of items retained in validation studies for different languages (Ho et al., 2004;
Powell et al., 2003; Weiss & Berger, 2006). Three dimensions of PTG emerged in our sample – philosophy of life,
the self and interpersonal relationships – which are congruent with the three PTG components originally theorized (Tedeschi & Calhoun, 1995), thus supporting the
construct validity of the instrument. Moreover, a bifactor
structure explained data better than a hierarchical one
(Konkolÿ Thege et al., 2014), which supports the idea
of a common underlying theoretical model of PTG
(Tedeschi & Calhoun, 1996; Weiss & Berger, 2006).
The global scale and the factors had good to excellent
reliability.
Nevertheless, individuals not using online social
networks or attending the healthcare center had little
opportunity to be recruited, and the sample was Spanish-speaking and mostly composed of males, so findings
should not be generalized to female PLHIV or nonSpanish speakers. Research should aim to overcome
these limitations, replicate our findings, and also examine whether there are cultural differences among
Spanish-speakers and whether other growth dimensions
not currently reflected in the PTGI may emerge after
HIV diagnosis.
Our study has shown the importance of studying the
latent structure of the PTGI before computing and interpreting its scores, as it varies across populations and a
five-dimensional structure cannot always be assumed.
Health caregivers interested in fostering PTG in
PLHIV should do so along the three dimensions proposed by Tedeschi and Calhoun (1995) – philosophy
of life, the self and interpersonal relationships – and
they may do so by helping PLHIV reflect on which
Figure 1. Bifactor model of the posttraumatic growth inventory. Standardized solution.
Note: Squared multiple correlations are highlighted in boldface.
3
4
H. GARRIDO-HERNANSAIZ ET AL.
ways such critical event could lead not only to distress,
but also have a positive legacy.
Geolocalization information
The paper reports data concerning Spain and other Latin
American countries.
Acknowledgements
The authors have no conflict of interest to disclose. They
would like to acknowledge the HIV associations in Spain
and Latin America and the healthcare providers at Centro
Sandoval, in Madrid, whose help was fundamental for the
data collection. The first author would like to acknowledge
the financial support given by the Spanish Ministerio de Educación, Cultura y Deporte through a FPU fellowship.
Disclosure statement
No potential conflict of interest was reported by the authors.
ORCID
Helena Garrido-Hernansaiz
http://orcid.org/0000-00018715-0842
Rocío Rodríguez-Rey http://orcid.org/0000-0001-8006-5012
Jesús Alonso-Tapia http://orcid.org/0000-0001-6544-0224
References
Barskova, T., & Oesterreich, R. (2009). Post-traumatic growth
in people living with a serious medical condition and its
relations to physical and mental health: A systematic review.
Disability and Rehabilitation, 31(21), 1709–1733. doi:10.
1080/09638280902738441
DiStefano, C. (2002). The impact of categorization with confirmatory factor analysis. Structural Equation Modeling: A
Multidisciplinary Journal, 9(3), 327–346. doi:10.1207/
S15328007SEM0903_2
Ho, S. M. Y., Chan, C. L. W., & Ho, R. T. H. (2004).
Posttraumatic growth in Chinese cancer survivors. PsychoOncology, 13(6), 377–389. doi:10.1002/pon.758
Hu, L., & Bentler, P. M. (1999). Cutoff criteria for fit indexes in
covariance structure analysis: Conventional criteria versus
new alternatives. Structural Equation Modeling: A
Multidisciplinary Journal, 6(1), 1–55. doi:10.1080/
10705519909540118
Konkolÿ Thege, B., Kovács, É., & Balog, P. (2014). A bifactor
model of the posttraumatic growth inventory. Health
Psychology and Behavioral Medicine, 2(1), 529–540.
doi:10.1080/21642850.2014.905208
Lee, J. A., Luxton, D. D., Reger, G. M., & Gahm, G. A. (2010).
Confirmatory factor analysis of the posttraumatic growth
inventory with a sample of soldiers previously deployed in
support of the Iraq and Afghanistan wars. Journal of
Clinical Psychology, 66(7), 813–819. doi:10.1002/jclp.20692
Milam, J. E. (2004). Posttraumatic growth among HIV/AIDS
patients. Journal of Applied Social Psychology, 34(11),
2353–2376. doi:10.1111/j.1559-1816.2004.tb01981.x
Morris, B. A., Shakespeare-Finch, J., Rieck, M., & Newbery, J.
(2005). Multidimensional nature of posttraumatic growth in
an Australian population. Journal of Traumatic Stress, 18(5),
575–585. doi:10.1002/jts.20067
Murphy, P. J., & Hevey, D. (2013). The relationship between
internalised HIV-related stigma and posttraumatic growth.
AIDS and Behavior, 17(5), 1809–1818. doi:10.1007/s10461013-0482-4
Muthén, L. K., & Muthén, B. O. (2012). Mplus user’s guide (7th
ed.). Los Ángeles, CA: Author.
Powell, S., Rosner, R., Butollo, W., Tedeschi, R. G., & Calhoun,
L. G. (2003). Posttraumatic growth after war: A study with
former refugees and displaced people in Sarajevo. Journal of
Clinical Psychology, 59(1), 71–83. doi:10.1002/jclp.10117
Preacher, K. J., Zhang, G., Kim, C., & Mels, G. (2013).
Choosing the optimal number of factors in exploratory factor analysis: A model selection perspective. Multivariate
Behavioral Research, 48(1), 28–56. doi:10.1080/00273171.
2012.710386
Rodriguez, A., Reise, S. P., & Haviland, M. G. (2016).
Evaluating bifactor models: Calculating and interpreting
statistical indices. Psychological Methods, 21(2), 137–150.
doi:10.1037/met0000045
Rodríguez-Rey, R., Alonso-Tapia, J., Kassam-Adams, N., &
Garrido-Hernansaiz, H. (2016). The factor structure of the
posttraumatic growth inventory in parents of critically ill
children. Psicothema, 28(4), 495–503. doi:10.7334/
psicothema2016.162
Taku, K., Calhoun, L. G., Tedeschi, R. G., Gil-Rivas, V., Kilmer,
R. P., & Cann, A. (2007). Examining posttraumatic growth
among Japanese university students. Anxiety, Stress, and
Coping, 20(4), 353–367. doi:10.1080/10615800701295007
Tedeschi, R. G., & Calhoun, L. G. (1995). Trauma and transformation: Growing in the aftermath of suffering.
Thousand Oaks, CA: Sage.
Tedeschi, R. G., & Calhoun, L. G. (1996). The posttraumatic
growth inventory: Measuring the positive legacy of trauma.
Journal of Traumatic Stress, 9(3), 455–471. doi:10.1002/jts.
2490090305
Weiss, T., & Berger, R. (2006). Reliability and validity of a
Spanish version of the posttraumatic growth inventory.
Research on Social Work Practice, 16(2), 191–199. doi:10.
1177/1049731505281374