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使用加权阶梯程序设定任意的反应概率目标。

Target an arbitrary probability of response using weighted staircase procedures.

作者信息

Hoover Eric C

机构信息

Department of Hearing and Speech Sciences, University of Maryland, College Park, Maryland 20742, USA.

出版信息

J Acoust Soc Am. 2025 Jan 1;157(1):191-202. doi: 10.1121/10.0034861.

Abstract

Threshold estimation procedures are widely used to measure the stimulus level corresponding to a specified probability of response. The weighted up-and-down procedure, familiar to many due to its use in standard pure-tone audiometry, allows the experimenter to target any probability of response by using different ascending and descending step sizes. Unfortunately, thresholds have a signed mean error that made using weighted staircases inadvisable. The current study evaluated a correction to eliminate the error. Monte Carlo simulations of weighted staircases were used to test the effectiveness of the proposed correction for yes-no and forced-choice tasks with Gaussian and log-Weibull psychometric functions. Results showed that the proposed correction was effective over a wide range of step size magnitudes and ratios with a symmetric psychometric function and less effective when there was asymmetry due to the shape of the function or a high guess or lapse rate. The proposed correction facilitates the use of weighted staircases to target an arbitrary probability of response.

摘要

阈值估计程序被广泛用于测量与特定反应概率相对应的刺激水平。加权升降程序因在标准纯音听力测定中的应用而为许多人所熟知,它允许实验者通过使用不同的升序和降序步长来设定任何反应概率。不幸的是,阈值存在有符号平均误差,这使得使用加权阶梯法不可取。当前的研究评估了一种消除该误差的校正方法。使用加权阶梯法的蒙特卡罗模拟来测试所提出的校正方法对具有高斯和对数韦布尔心理测量函数的是/否及强制选择任务的有效性。结果表明,所提出的校正在具有对称心理测量函数的广泛步长幅度和比率范围内是有效的,而当由于函数形状或高猜测或失误率导致不对称时效果较差。所提出的校正方法便于使用加权阶梯法来设定任意反应概率。

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