Table 3.
Factor and item labels | Number of Factor Items, α score |
Factor Loadingse |
---|---|---|
GCP confidence self-efficacy, overall | 19, α = 0.96 | |
Conceptualizing a study | 8, α = 0.95 | |
Articulate clear purpose | 0.898 | |
Select suitable topic area | 0.714 | |
Refine a problem to investigate | 0.806 | |
Organize research ideas in writing | 0.900 | |
Justify importance of research | 0.888 | |
Convince reviewers that the research is worth funding (added) | 0.745 | |
Logical rational for research | 0.867 | |
Relate questions to underlying theory | 0.855 | |
Designing a study | 7, α = 0.95 | |
Design data analysis strategy | 0.855 | |
Select methods of data collection | 0.868 | |
State purpose, strengths, limits of study design | 0.839 | |
Determine population and sample of study | 0.837 | |
Choose appropriate research design | 0.832 | |
Determine how each variable will be measured | 0.864 | |
Determine adequate number of subjects | 0.834 | |
Funding a study | 4, α = 0.90 | |
Write a competitive grant | 0.781 | |
Identify appropriate funding | 0.848 | |
Converse with funders about the project | 0.824 | |
Describe funding process | 0.842 |
Fit indices: Chi-square: 534.35, df = 149, P < 0.0001; adjusted GFI: 0.70; CFI: 0.89; RMSEA: 0.12 (90% CI: 0.11–0.13); SRMR: 0.06; Bentler comparative fit: 0.89; Bentler-Bonett non-normed fit: 0.87.
Cronbach’s alpha scores range from 0 to 1.0 and indicate the level of internal consistency of the items measuring the underlying abstract construct/factor for a given sample.
Factor loadings are standardized correlation coefficient estimates for each item in each factor.
Item scores are self-rated on a 0 to 10 scale where 0 = no confidence and 10 = complete confidence in ability to perform the task. There were no differences in factor loading whether we used pre- or postintervention data from the study sample.
The maximum likelihood procedure used eliminates incomplete cases from the dataset; there were seven cases with some missing values.
All factor loadings are significant at P < 0.0001.