First, we conducted exploratory factor analysis to determine if the designed structure effectively measures the intended objective. Exploratory factor analysis aims to identify the main dimensions of the designed structure (discriminant validity) to measure the desired variable, which in this study are the dimensions of cloud computing deployment.
To evaluate the suitability of the available data (sample size and the relationship between variables) for factor analysis, we utilized the Kaiser-Meyer-Olkin measure of sampling adequacy and Bartlett's test of sphericity. The Kaiser-Meyer-Olkin measure assesses the partial correlations between variables, ranging from zero to one. A value close to one indicates that the data (sample size) are suitable for factor analysis. Conversely, a value below 0.5 generally suggests that the results of factor analysis may not be appropriate for the given data. If the value falls between 0.5 and 0.69, the data are considered average, and caution should be exercised when extracting factors. Values exceeding 0.7 indicate the suitability of the sample size (
Table 2).
| Statistics | Amount |
|---|
| KMO | 0.623 |
| Bartlett's test | 36842.596 |
| DF | 1225 |
| Sig. | 0.00001 |
Table 2 demonstrates that the KMO value (sampling adequacy) is 0.623, and the significance level of Bartlett's sphericity test is 0.0000. Therefore, besides the sampling adequacy, conducting factor analysis based on the correlation matrix of the study is also justified. The scree diagram (
Figure 2) illustrates the total variance explained by each variable concerning other variables. Typically, the significant factors are shown at the top, and other factors are displayed side by side with a gradual slope. Such designs, which are similar to the slope of a mountain, are called scree designs. The primary statistical characteristics obtained in the implementation of principal components analysis are presented in
Table 3.
Scree plot of the five factors of cloud computing deployment.
| Components | Initial Special Values | The Extracted Square Product of Factor Loadings | The Rotated Square Product of Factor Loadings |
|---|
| Total | Percent of Variance | Cumulative Percent | Total | Percent of Variance | Cumulative Percent | Total | Percent of Variance | Cumulative Percent |
|---|
| 1 | 25.773 | 51.545 | 51.545 | 25.773 | 51.545 | 51.545 | 13.131 | 26.262 | 26.262 |
| 2 | 7.817 | 15.634 | 67.180 | 7.817 | 15.634 | 67.180 | 11.996 | 23.992 | 50.255 |
| 3 | 4.655 | 9.310 | 76.489 | 4.655 | 9.310 | 76.489 | 7.124 | 14.249 | 64.504 |
| 4 | 2.203 | 4.406 | 80.895 | 2.203 | 4.406 | 80.895 | 5.416 | 10.832 | 75.336 |
| 5 | 2.168 | 4.336 | 85.231 | 2.168 | 4.336 | 85.231 | 4.775 | 9.550 | 84.886 |
| 6 | .108 | 2.215 | 87.446 | 1.108 | 2.215 | 87.446 | 1.280 | 2.561 | 87.446 |
In
Table 3, it can be observed that the eigenvalues of the five major factors were greater than those of the other factors. Among them, the eigenvalue of the first factor was 25.773, the eigenvalue of the second factor was 7.817, the eigenvalue of the third factor was 4.655, the eigenvalue of the fourth factor was 2.203, and the eigenvalue of the fifth factor was 2.168. However, the sixth factor had a very large distance from the other factors. The eigenvalues of the other factors were less than 1, which means they were not considered as factors. These five factors justify approximately 84% of the total variance among the primary factors. The Scree plot was used to determine the number of factors that needed to be extracted for the final solution (
Figure 2).
The study utilized the Varimax method to rotate the matrix of factors in the higher education development questionnaire. Results indicate that cloud computing metrics can be categorized into five factors: Planning, model selection, supplier service level selection, service level agreement, and optimization. Planning encompasses questions 1 through 6, while model selection encompasses questions 7 through 23. Supplier service level selection includes questions 24 through 35, and service level agreement includes questions 36 through 43. Finally, optimization encompasses questions 44 through 50.
The Friedman test, a statistical method, was employed to determine the ranking of factors and aspects of cloud computing implementations. This test compares average developments in various scenarios and ranks or prioritizes dimensions and components. The highest mean value in
Table 4 corresponds to the "service level agreement" dimension, while the lowest value is associated with the "model selection" dimension. To establish the ranking of components in the Cloud Computing Deployment Questionnaire, data beyond the raw data is required for comparison. Hence, the Friedman test was conducted to evaluate the ranking of cloud computing implementation aspects (
Table 4).
| Components of Cloud Computing Deployment Questionnaire | The Average of the Ranks |
|---|
| Planning | 3.25 |
| Model selection | 2.69 |
| Choosing a service vendor | 3.08 |
| Service level agreement | 3.26 |
| Optimization | 2.73 |
Comparison of the average ratings reveals that the most critical aspect is the service level agreement, with an average score of 3.26, ranking first. Planning follows closely with an average score of 3.25, ranking second, while selecting a service vendor ranks third with an average score of 3.08. Optimization holds the fourth position with an average score of 2.73, and choosing a model ranks fifth with an average score of 2.69.
The quadratic value obtained from the Friedman test in
Table 4 is 45.22, which is significant at a level less than 0.05. The significance of the Friedman test indicates that the ratings of dimensions in the cloud computing implementation questionnaire hold meaning and are distinct from the opinions of the study participants (
Table 5).
| Friedman's Statistical Values | Values |
|---|
| Number | 276 |
| Chi-square | 45.227 |
| Standard deviation | 4 |
| The significance level | 0.000 |
4.1. Inferential Findings
The dimensions of cloud computing deployment at Mazandaran University of Medical Sciences were identified through exploratory factor analysis. The KMO value was 0.623, and the significance level of Bartlett's Test of Sphericity was 0.000. Five factors had eigenvalues greater than the rest, defining the indicators related to cloud computing as planning, model selection, selection of service vendors, service level agreement, and optimization. The questions corresponding to each factor were delineated, and the outcomes were presented in the study.
The study aimed to ascertain the ranking of dimensions for cloud computing deployment at Mazandaran University of Medical Sciences. Exploratory factor analysis identified indicators linked to cloud computing, revealing five factors: Planning, model selection, selection of service vendors, service level agreement, and optimization. Subsequently, the Friedman test was employed to rank these factors, demonstrating that the service level agreement held the highest significance, followed by planning, choice of service vendor, optimization, and model selection.