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Published on: September 4, 2019
Standard Setting Methods for Pass/Fail Decisions on High-Stakes Objective Structured Clinical Examinations: A
Naveed Yousuf1, Claudio Violato, Rukhsana W Zuberi
1a Department for Educational Development , Aga Khan University , Karachi , Pakistan.
The borderline regression (BL-R) method demonstrates the highest convergent validity for objective structured clinical examinations (OSCEs). Cluster analysis can also ensure the quality of borderline standard-setting methods in medical education.
Area of Science:
- Medical Education
- Health Professions Education Assessment
Background:
- Objective Structured Clinical Examinations (OSCEs) are crucial for assessing clinical skills.
- Establishing valid and reliable cutoff scores for OSCEs is a persistent challenge.
- Various standard-setting methods exist, but they can yield different results.
Purpose of the Study:
- To compare the convergent validity of different standard-setting methods for OSCEs.
- To identify the most reliable method for determining OSCE cutoff scores.
- To evaluate the utility of cluster analysis in validating standard-setting methods.
Main Methods:
- 30 OSCE stations from 393 medical students (Years 2-3) were analyzed.
- Psychometric properties of scores were determined.
- Cutoff scores from Wijnen, Cohen, Mean-1.5SD, Mean-1SD, Angoff, borderline group, and borderline regression (BL-R) methods were compared using ANOVA and Cohen's kappa, alongside three cluster analysis variants.
Main Results:
- The borderline regression (BL-R) and Wijnen methods exhibited the highest convergent validity.
- Angoff and Mean-1.5SD methods showed the least convergent validity.
- Cluster analysis variants demonstrated substantial convergent validity with borderline methods.
Conclusions:
- While the Wijnen method has high convergent validity, it lacks theoretical strength for competency-based assessment.
- The BL-R method is the most valid for OSCEs when compared with other standard-setting approaches.
- Cluster analysis with the mean method can be used for quality assurance of borderline methods, requiring further validation in diverse settings.
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