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心理物理学幂定律与单侧空间忽视

The psychophysical power law and unilateral spatial neglect.

作者信息

Chatterjee A, Mennemeier M, Heilman K M

机构信息

Department of Neurology, University of Alabama, Birmingham 35294.

出版信息

Brain Cogn. 1994 May;25(1):92-107. doi: 10.1006/brcg.1994.1025.

Abstract

The relationship between objective measures and subjective experiences of sensory stimuli is described by a power law, psi = K phi beta, in which psi represents the psychological value and phi the physical value. The constant (K) and the exponent (beta) are empirically derived. This relationship is often assumed to correspond to properties of peripheral receptor sensory transduction. Patients with left-sided spatial neglect tend to bisect lines to the right of the objective midline. Line bisection bias was used as the dependent variable in how a patient with neglect and five normal subjects bisected lines of varying lengths. Analyzing these data as a power function accounted for over 99% of the variance in five different experimental conditions. The normal exponent matched the value expected from traditional psychophysical experiments of line length estimation, whereas the patient's exponent was diminished. The patient's data provide evidence for central nervous system participation in computations underlying psychophysical relationships. The notion that attentional and perceptual processes are closely linked was supported by the influence of attentional cuing on the power functions obtained in normal subjects. The descriptive precision of the power function uncovered qualitative variability in how normal subjects allocate attention across different spatial reference frames and demonstrated that this patient had a quantitative defect in directing attention across an allosteric reference frame, but a qualitative defect in directing attention across a viewer/environment reference frame.

摘要

感觉刺激的客观测量与主观体验之间的关系由幂定律描述,即ψ = Kφβ,其中ψ代表心理值,φ代表物理值。常数(K)和指数(β)是通过经验得出的。这种关系通常被认为与外周感受器感觉转导的特性相对应。左侧空间忽视患者倾向于将线段二等分于客观中线的右侧。线段二等分偏差被用作一名忽视患者和五名正常受试者如何二等分不同长度线段的因变量。将这些数据作为幂函数进行分析,在五种不同的实验条件下解释了超过99%的方差。正常指数与传统线长估计心理物理学实验预期的值相符,而患者的指数则减小。患者的数据为中枢神经系统参与心理物理关系背后的计算提供了证据。正常受试者中,注意提示对幂函数的影响支持了注意和知觉过程紧密相连的观点。幂函数的描述精度揭示了正常受试者在不同空间参照系中分配注意方式的定性变异性,并表明该患者在跨变构参照系引导注意时有定量缺陷,但在跨观察者/环境参照系引导注意时有定性缺陷。

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