Blood Angela D, Park Yoon Soo, Lukas Rimas V, Brorson James R
From Rush University Medical College (A.D.B.); Department of Medical Education (Y.S.P.), The University of Illinois at Chicago; and Department of Neurology (R.V.L., J.R.B.), The University of Chicago, IL.
Neurology. 2015 Nov 3;85(18):1623-9. doi: 10.1212/WNL.0000000000002053. Epub 2015 Oct 2.
This study examines factors affecting reliability, or consistency of assessment scores, from an objective structured clinical examination (OSCE) in neurology through generalizability theory (G theory).
Data include assessments from a multistation OSCE taken by 194 medical students at the completion of a neurology clerkship. Facets evaluated in this study include cases, domains, and items. Domains refer to areas of skill (or constructs) that the OSCE measures. G theory is used to estimate variance components associated with each facet, derive reliability, and project the number of cases required to obtain a reliable (consistent, precise) score.
Reliability using G theory is moderate (Φ coefficient = 0.61, G coefficient = 0.64). Performance is similar across cases but differs by the particular domain, such that the majority of variance is attributed to the domain. Projections in reliability estimates reveal that students need to participate in 3 OSCE cases in order to increase reliability beyond the 0.70 threshold.
This novel use of G theory in evaluating an OSCE in neurology provides meaningful measurement characteristics of the assessment. Differing from prior work in other medical specialties, the cases students were randomly assigned did not influence their OSCE score; rather, scores varied in expected fashion by domain assessed.
本研究通过概化理论(G理论),探讨影响神经病学客观结构化临床考试(OSCE)评分可靠性或一致性的因素。
数据包括194名医学生在神经病学实习结束时进行的多站式OSCE评估。本研究评估的方面包括病例、领域和项目。领域是指OSCE所测量的技能(或结构)领域。G理论用于估计与每个方面相关的方差成分,推导可靠性,并预测获得可靠(一致、精确)分数所需的病例数。
使用G理论得出的可靠性为中等(Φ系数=0.61,G系数=0.64)。不同病例的表现相似,但因特定领域而异,因此大部分方差归因于领域。可靠性估计的预测表明,学生需要参加3个OSCE病例,以便将可靠性提高到0.70阈值以上。
G理论在评估神经病学OSCE中的这种新应用提供了评估的有意义测量特征。与其他医学专业先前的工作不同,学生被随机分配的病例不影响他们的OSCE分数;相反,分数根据所评估的领域以预期方式变化。