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对韦氏记忆量表进行按比例分配。

Prorating the Wechsler Memory Scale.

作者信息

Charter R A

出版信息

J Clin Psychol. 1981 Jan;37(1):183-5. doi: 10.1002/1097-4679(198101)37:1<183::aid-jclp2270370137>3.0.co;2-0.

Abstract

The Wechsler Memory Scale suffers from many weaknesses. Two of these are the lack of adequate norms and standard scores for the individual subtests. Both of these contribute to the difficulty in prorating the Total Raw Score when a subtest is missing. The present paper provides a set of weights, obtained from stepwise regression, to be used in estimating the Total Raw Score when a subtest is missing. The accuracy of these estimates was measured by a double cross-validation. The accuracy of the Memory Quotient estimates also is discussed. The Ss were 122 non-neurological patients (3 female) with a mean age of 46.7 years and a mean education of 11.3 years.

摘要

韦氏记忆量表存在许多缺陷。其中两个缺陷是各个子测验缺乏足够的常模和标准分数。这两个因素都导致在某个子测验缺失时,计算总原始分数变得困难。本文提供了一组通过逐步回归得到的权重,用于在某个子测验缺失时估计总原始分数。这些估计值的准确性通过双重交叉验证进行了测量。同时还讨论了记忆商数估计值的准确性。研究对象为122名非神经科患者(3名女性),平均年龄46.7岁,平均受教育年限11.3年。

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