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运用项目反应理论对情商测量方法的一项调查。

An investigation of emotional intelligence measures using item response theory.

作者信息

Cho Seonghee, Drasgow Fritz, Cao Mengyang

机构信息

Department of Psychology, University of Illinois at Urbana-Champaign.

出版信息

Psychol Assess. 2015 Dec;27(4):1241-52. doi: 10.1037/pas0000132. Epub 2015 May 11.

Abstract

This study investigated the psychometric properties of 3 frequently administered emotional intelligence (EI) scales (Wong and Law Emotional Intelligence Scale [WLEIS], Schutte Self-Report Emotional Intelligence Test [SEIT], and Trait Emotional Intelligence Questionnaire [TEIQue]), which were developed on the basis of different theoretical frameworks (i.e., ability EI and mixed EI). By conducting item response theory (IRT) analyses, the authors examined the item parameters and compared the fits of 2 response process models (i.e., dominance model and ideal point model) for these scales with data from 355 undergraduate sample recruited from the subject pool. Several important findings were obtained. First, the EI scales seem better able to differentiate individuals at low trait levels than high trait levels. Second, a dominance model showed better model fit to the self-report ability EI scale (WLEIS) and also fit better with most subfactors of the SEIT, except for the mood regulation/optimism factor. Both dominance and ideal point models fit a self-report mixed EI scale (TEIQue). Our findings suggest (a) the EI scales should be revised to include more items at moderate and higher trait levels; and (b) the nature of the EI construct should be considered during the process of scale development.

摘要

本研究调查了3种常用的情商(EI)量表(王和Law情商量表[WLEIS]、Schutte自我报告情商测试[SEIT]和特质情商问卷[TEIQue])的心理测量特性,这些量表是基于不同的理论框架(即能力EI和混合EI)开发的。通过进行项目反应理论(IRT)分析,作者检验了项目参数,并将这些量表的2种反应过程模型(即优势模型和理想点模型)与从受试者库中招募的355名本科样本的数据进行拟合比较。获得了几个重要发现。首先,EI量表似乎在区分低特质水平的个体方面比高特质水平的个体表现更好。其次,优势模型对自我报告能力EI量表(WLEIS)显示出更好的模型拟合,并且除情绪调节/乐观因子外,与SEIT的大多数子因子也拟合得更好。优势模型和理想点模型都适用于自我报告混合EI量表(TEIQue)。我们的研究结果表明:(a)EI量表应进行修订,以纳入更多中等和较高特质水平的项目;(b)在量表开发过程中应考虑EI结构的性质。

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