Out of the 200 individuals who participated in this study, 86 were men, 43%, and 114 were women, 57%. Five individuals (2.5% of the participants) have less than a high school diploma, 23 individuals (11.5% of the participants) have a high school diploma, 85 individuals (42.5% of the participants) have a bachelor's degree, 67 individuals (33.5% of the participants) have a master's degree, and twenty individuals (10%) have a Ph.D. Most of the sample were women and had at least a bachelor's degree. The proposed model recommends selecting a minimum sample size of 20 individuals for each variable. The current research model consists of four variables, requiring a minimum sample size of 80 individuals for implementation. The assumption has been met in the present study, as the sample consisted of 200 people (
35,
36). The Durbin-Watson statistic for the predictor variables was 1.502. The device operates at the optimal level of efficiency based on this value. Therefore, the assumption of independent errors is valid. The variance inflation factor (VIF) helps assess multicollinearity among the independent variables in a multiple regression model (
37). Based on the low VIF values observed for all independent variables, which are close to 1, the assumption of non-collinearity between independent variables has been satisfied. In the following, the proposed model is presented.
The study used path analysis conducted through AMOS software to examine the relationship between neuroticism, attachment styles, sexual satisfaction, and the tendency to engage in infidelity. In this model, neuroticism is considered as an exogenous (independent) variable. Attachment styles and sexual satisfaction are defined as endogenous (mediator) variables, while the tendency to engage in infidelity is defined as an endogenous (dependent) variable.
The fit indices for the model based on neuroticism are presented in
Table 1. The initial model developed by the researcher (
Figure 1) did not demonstrate a good fit. As a result, the model was modified to achieve better-fit indices. The modification was completed in two steps. The first step involved removing the one-way path of neuroticism, anxious attachment style, ambivalent attachment style, and tendency to betrayal. The second step involved adding the two-way error path of secure attachment style measurement error to the ambivalent attachment style measurement error. Additionally, the two-way error path of the ambivalent attachment style measurement error was added to the sexual satisfaction measurement error. As a result, the modified model achieved optimal fit indices.
| Indices | Threshold | Default Model | Modified Model |
|---|
| Neuroticism→Anxiety Removed; Neuroticism→Ambivalent Removed; Neuroticism→Betrayal Removed | e1↔e Added; e4↔e3 Added |
|---|
| Parsimonious fit indices | | | | |
| NPAR | - | 21 | 18 | 20 |
| CMIN | - | 29.456 | 34.83 | 13.689 |
| DF | - | 6 | 9 | 7 |
| P | - | 0.000 | 0.000 | 0.047 |
| CMIN/DF | 1 - 5 | 4.9.9 | 3.789 | 1.96 |
| RMSEA | < 0.07 | 0.140 | 0.119 | 0.069 |
| Comparative fit index | | | | |
| CFI | > 0.90 | 0.806 | 0.789 | 0.94 |
| NFI | > 0.90 | 0.783 | 0.748 | 0.90 |
| IFI | 0 - 1 | 0.8.6 | 0.801 | 0.95 |
Abbreviations: RMSEA, the root mean square error of approximation; CFI, comparative fit index.
The proposed model of the tendency to infidelity based on neuroticism with the mediation of attachment styles and sexual satisfaction.
The final model strongly fits absolute, parsimonious, and comparative fit indices.
Figure 2 displays the fitted model after removing the proposed paths and adding new paths. Neuroticism, with an indirect effect of 0.110, has only an indirect effect on a tendency to betray through secure attachment and sexual satisfaction. In addition, each of the four mediating variables, namely secure attachment, anxious attachment, ambivalent attachment, and sexual satisfaction, has a direct effect on the propensity for infidelity, with respective direct effects of -0.222, 0.346, 0.174, and -0.136. The authors faced constraints regarding the number of tables and the word limit. Consequently, modified models were presented, accompanied by an analysis of fit indices and an examination of direct and indirect effects. However, the specific tables containing this information are not explicitly mentioned due to space limitations.
The modified model of the tendency to infidelity based on neuroticism with the mediation of attachment styles and sexual satisfaction.
The fit indices were derived in the preliminary analysis, including the chi-square value (P = 0.003, NPAR = 21, and CMIN = 15.738), Bentler's comparative fit index (CFI = 0.936), and the root mean square error of approximation (RMSEA = 0.133). Despite the significant value of the chi-square statistic, the obtained values suggest that the model does not exhibit a satisfactory fit. Consequently, modifications were made to enhance the model's fitting. The modification was completed in two steps. The first step involved removing the one-way path from extroversion to anxious attachment style, as well as the one-way path from sexual satisfaction to the tendency to infidelity. In the second step, the measurement error of the secure attachment style and its impact on the measurement error of the ambivalent attachment style in the model were included. This modification achieved the desired fit indices for the model.
Figure 3 shows that extraversion significantly affected the tendency to engage in infidelity, which is observed directly, with a coefficient of -0.263, and indirectly through the three attachment styles: Secure, anxious, and ambivalent. The three styles of attachment -secure attachment, anxious attachment, and ambivalent attachment- have different effects on the tendency to engage in infidelity. Specifically, the effect sizes are -0.174, 0.293, and 0.183, respectively. In the modified model, the fit indices were derived, including the chi-square value (P = 0.003, NPAR = 21, and CMIN = 27.190), Bentler's comparative fit index (CFI = 0.860), and the root mean square error of approximation (RMSEA = 0.07).
The modified model of the tendency to infidelity based on extroversion with the mediation of attachment styles and sexual satisfaction.
In the preliminary analysis, the fit indices were derived, including the chi-square value (P = 0.000, NPAR = 21, and CMIN = 28.231), Bentler's comparative fit index (CFI = 0.828), and the root mean square error of approximation (RMSEA = 0.137) (
Figure 4). Despite the significant value of the chi-square statistic, the obtained values suggest that the model does not exhibit a satisfactory fit. Consequently, modifications were made to enhance the model's fitting in two steps. The researchers eliminated the unidirectional relationship between sexual satisfaction and cheating tendency and the unidirectional relationship between openness and ambivalent attachment style in the first step. In the next step, the model was enhanced by incorporating a bidirectional relationship between measurement error in secure attachment style and measurement error in ambivalent attachment style and a bidirectional relationship between measurement error in ambivalent attachment style and measurement error in sexual satisfaction. The modified model demonstrated optimal fit indices as a result of these modifications. The effect of openness on the tendency to engage in infidelity is observed directly, with a coefficient of -0.141, and indirectly through secure and anxious attachment styles, with a coefficient of -0.86. The direct impact of three attachment styles, namely secure attachment, anxious attachment, and ambivalent attachment, on the tendency to engage in infidelity were observed to be -0.191, -0.309, and -0.185, respectively. In the modified model, the fit indices were derived, including the chi-square value (P = 0.04, NPAR = 21, and CMIN = 12.722), Bentler's comparative fit index (CFI = 0.948), and the root mean square error of approximation (RMSEA = 0.07).
The modified model of the tendency to engage in infidelity based on openness with the mediation of attachment styles and sexual satisfaction.
In the preliminary analysis, the fit indices were derived, including the chi-square value (P = 0.000, NPAR = 20, and CMIN = 38.318), Bentler's comparative fit index (CFI = 0.782), and the root mean square error of approximation (RMSEA = 0.150) (
Figure 5). Even though the chi-square statistic is significant, the obtained values suggest the model is not satisfactorily fitted. Consequently, modifications were made to enhance the model's fitting in two steps. The first step involved the elimination of the unidirectional relationship between sexual satisfaction and a tendency to engage in infidelity. In the subsequent stage, the model incorporated two-way paths: One linking secure attachment style measurement error to ambivalent attachment style measurement error, another linking ambivalent attachment style measurement error to sexual satisfaction measurement error, and a third linking ambivalent attachment style measurement error to agreeableness. Thus, the modified model successfully achieved the desired fit indices.
The modified model of the tendency to engage in infidelity based on agreeableness with the mediation of attachment styles and sexual satisfaction.
The effect of agreeableness on the tendency to engage in infidelity is observed directly, with a coefficient of -0.376, and indirectly through secure and anxious attachment styles, with a coefficient of -0.84. The direct impact of three attachment styles, namely secure attachment, anxious attachment, and ambivalent attachment, on the tendency to engage in infidelity were observed to be -0.165, 0.282, and -0.127, respectively. In the modified model, the fit indices were derived, including the chi-square value (P = 0.02, NPAR = 22, and CMIN = 12.711), Bentler's comparative fit index (CFI = 0.946), and the root mean square error of approximation (RMSEA = 0.07).
The fit indices in the preliminary analysis included the chi-square value (P = 0.002, NPAR = 21, and CMIN = 20.526), Bentler's comparative fit index (CFI = 0.889), and the root mean square error of approximation (RMSEA = 0.110) (
Figure 6). Despite the significant value of the chi-square statistic, the obtained values suggest that the model does not exhibit a satisfactory fit. Consequently, modifications were made to enhance the model's fitting in two steps. The initial phase involved excluding the unidirectional relationship between conscientiousness and anxious attachment style and the unidirectional relationship between sexual satisfaction and the tendency to engage in infidelity. In the subsequent phase, the model was enhanced by incorporating two-way paths: One from secure attachment style measurement error to ambivalent attachment style measurement error and another from secure attachment style measurement error to sexual satisfaction measurement error. This modification resulted in the modified model displaying optimal fit indices.
The modified model of the tendency to engage in infidelity based on consciousness with the mediation of attachment styles and sexual satisfaction.
The effect of conscientiousness on the tendency to engage in infidelity is observed directly, with a coefficient of -0.229, and indirectly through secure and ambivalent attachment styles, with a coefficient of -0.84. The direct impact of three attachment styles, namely secure attachment, anxious attachment, and ambivalent attachment, on the tendency to engage in infidelity were as much as -0.213, 0.145, and -0.340, respectively. The fit indices in the modified model included the chi-square value (P = 0.04, NPAR = 21, and CMIN = 11.917), Bentler's comparative fit index (CFI = 0.955), and the root mean square error of approximation (RMSEA = 0.07).