The research team performed exploratory graph analysis (EGA), bootEGA, and confirmatory factor analysis (CFA) to assess the construct validity. Also, 360 individuals participated in this part of the study, eight participants refused to fill the forms, and 20 partially filled the forms, indicating a response rate of 92.2%. The demographic characteristics of participants are mentioned in
Table 1.
EGA is an alternative and novel approach that determines complex relation between items and scorings to establish hypothetically acceptable constructs. Also, EGA is a better and more accurate tool to assess the dimensionality of questionnaires rather than traditional methods like exploratory factor analysis (
33). Each item of the questionnaire, as a random variable, implies a node in the network psychometric perspective, while EGA identifies the dimension of constructs by investigating the connection of nodes and utilizing the inverse of variance-covariance matrix (
34,
35). Hypothetically, each item of the questionnaire might correlate with other items, this connection is identified as edges or links. An edge indicates a partial correlation coefficient, which identifies the strength of association between nodes (
36). A partial correlation network is interpreted using the walktrap algorithm, which analyzes distances via random walks (
37). BootEGA with a parametric approach, as a complementary tool for assessing internal consistency, was utilized to evaluate the structural consistency and dimensionality of structures. In this method, EGA creates a network of nodes and edges and generates new replicate data until the desired number of bootstraps is reached (e.g., 500). The research team used descriptive statistics of EGA, such as median number, standard error, confidence interval of dimensions, lower and upper confidence interval around the median, and lower and upper quantile, to evaluate the stability of dimensions (
38). CFA was utilized, and goodness-of-fit indices, such as chi-square, degree of freedom (df), P-value, comparative fit index (CFI), and root mean square error of approximation (RMSEA), were measured to confirm the convergent and discriminant validity of the constructs. The ratio of chi-square to df is the preferred measure to assess fitness between hypothesized model and data, which a ratio of two or lower was considered as a great fit (
39). RMSEA lower than 0.08, CFI values higher than 0.9, and P-value lower than 0.05 were indicated as good fit standards (
40).