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罗夏墨迹测验表现评估系统(R-PAS)原始分数与复杂度调整分数的评分者间信度研究。

An Interrater Reliability Study of Rorschach Performance Assessment System (R-PAS) Raw and Complexity-Adjusted Scores.

作者信息

Pignolo Claudia, Giromini Luciano, Ando' Agata, Ghirardello Davide, Di Girolamo Marzia, Ales Francesca, Zennaro Alessandro

机构信息

a Department of Psychology , University of Turin , Italy.

出版信息

J Pers Assess. 2017 Nov-Dec;99(6):619-625. doi: 10.1080/00223891.2017.1296844. Epub 2017 Apr 4.

DOI:10.1080/00223891.2017.1296844
PMID:28375651
Abstract

Recently, the Rorschach Performance Assessment System (R-PAS; Meyer, Viglione, Mihura, Erard, & Erdberg, 2011 ) was introduced to overcome some possible limitations of the Comprehensive System (CS; Exner, 2003 ) while continuing its efforts to link Rorschach inferences to their evidence base. An important, technical modification to the scoring system is that R-PAS interpretations are based on both standard scores and complexity-adjusted scores. Two previous U.S. studies reported good to excellent interrater reliability (IRR) for the great majority of R-PAS variables; however, IRR of complexity-adjusted scores has never been investigated. Furthermore, no studies have yet investigated R-PAS IRR in Europe. To extend this literature, we examined R-PAS IRR of Page 1 and Page 2 raw and complexity-adjusted scores with 112 Italian Rorschach protocols. We collected a large sample of both clinical and nonclinical Rorschach protocols, each of which was coded separately by 2 independent raters. Results demonstrated a mean intraclass correlation of .78 (SD = .14) for raw scores and.74 (SD = .14) for complexity-adjusted scores. Overall, for both raw and complexity-adjusted values, most of the variables were characterized by good to excellent IRR.

摘要

最近,罗夏墨迹测验表现评估系统(R-PAS;迈耶、维利奥内、米胡拉、埃拉德和埃德伯格,2011年)被引入,以克服综合系统(CS;埃克斯纳,2003年)可能存在的一些局限性,同时继续努力将罗夏墨迹测验的推断与其证据基础联系起来。评分系统的一项重要技术改进是,R-PAS的解释基于标准分数和复杂度调整分数。此前两项美国研究报告称,绝大多数R-PAS变量的评分者间信度(IRR)良好至优秀;然而,复杂度调整分数的IRR从未被研究过。此外,尚未有研究在欧洲调查R-PAS的IRR。为了拓展这方面的文献,我们用112份意大利罗夏墨迹测验记录,检验了第1页和第2页原始分数及复杂度调整分数的R-PAS IRR。我们收集了大量临床和非临床罗夏墨迹测验记录样本,每个样本均由两名独立评分者分别编码。结果显示,原始分数的组内相关系数均值为0.78(标准差=0.14),复杂度调整分数的组内相关系数均值为0.74(标准差=0.14)。总体而言,对于原始分数和复杂度调整分数,大多数变量的IRR均良好至优秀。

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