Three hundred fifty students were female, and 250 were male. The mean age of participants was 23.4, and the standard deviation was 1.87. Descriptive and inferential statistics have been used to examine the hypotheses and report the results. To calculate the descriptive statistics indices such as mean, standard deviation, and correlation coefficient and to analyze the hypotheses. These results are presented in
Table 1. Also, SEM was used with LISREL 8.8 software. In this method, based on the predicted relationships between the research variables, a model is designed, and the models are evaluated by examining the fit indices and the resulting parameters. Fit indicators are statistical values that help the researcher decide on a more appropriate model. Examination of fit indicators follows accepted standards. There are many fitness indicators, the most basic of which is χ
2 (chi-score). The closer the value of the chi-square index is to zero, the better the model’s fit. However, since the value of χ
2 is affected by the sample size, the desired results cannot be achieved by relying on this index alone. So, in addition to this index, other indicators have been used to fit the model. In this study, in addition to χ
2, the ratio of chi-square to freedom (χ
2/df), (GFI), adaptive Goodness of Fit Index (AGFI), Comparative Fit Index (CFI), root mean square error of approximation (RMSEA) have been applied to fit the model. As a general rule, GFI, AGFI, and CFI fit indices for good models are between 0.9 and 0.95, and values greater than 0.95 indicate excellent models.
In this study, the independent variable was the personality model, which had five dimensions; the dependent variable was the severity of addiction and social alienation with four dimensions, and cognitive emotion regulation with two main dimensions (adaptive and nonadaptive strategies) were mediator variables. In analyzing the results and the effect of variables on the severity of addiction, direct and indirect effects and, finally, the final effect on the severity of addiction have been used.
Table 2 shows the fit of the current research model. As can be seen, the amount of chi-square obtained in the model (508.72) is significant at the level of 0.01 and represents that there is a significant difference between the sample and the observed covariance matrix. The point to note here is that the chi-square value will always be significant in cases where the sample size is above 200. Therefore, the above conclusion does not apply to the difference between the sample and the observed variance-covariance matrix in this regard. Therefore, to solve this problem, the χ
2/df index, which neutralizes the effect of high sample size, has been obtained to the value of 1.28, which is desirable (note: an index between 1 and 3 is desirable).