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连续比率估计中的顺序效应。

Sequential effects in successive ratio estimation.

作者信息

DeCarlo Lawrence T

机构信息

Department of Human Development, Box 118, Teachers College, Columbia University, 525 West 120th Street, New York, NY 10027, USA.

出版信息

Percept Psychophys. 2006 Jul;68(5):861-71. doi: 10.3758/bf03193707.

Abstract

Sequential effects are examined in four successive ratio estimation (RE) experiments. The procedure in successive RE is identical to that for magnitude estimation (ME), but the task in successive RE is to estimate the ratio of the current to the previous sensation magnitude, and not the separate magnitudes of the sensations. A positive stimulus context effect was found in successive RE for several continua, in agreement with results previously found for ME. The residual autocorrelation for successive RE was zero in many cases, but in some cases negative autocorrelation was found, which is in contrast to the positive autocorrelation that is typically found for ME and other magnitude scaling procedures. It is shown that, when the role of perceptual error is recognized, negative autocorrelation is predicted by a classical model of ratio estimation. Some aspects of response bias are also discussed.

摘要

在四个连续的比率估计(RE)实验中检验了顺序效应。连续RE中的程序与量级估计(ME)相同,但连续RE中的任务是估计当前感觉量级与先前感觉量级的比率,而不是感觉的单独量级。在连续RE中,对于几个连续统发现了积极的刺激背景效应,这与先前ME的结果一致。连续RE的残差自相关在许多情况下为零,但在某些情况下发现了负自相关,这与通常在ME和其他量级缩放程序中发现的正自相关形成对比。结果表明,当认识到感知误差的作用时,比率估计的经典模型预测会出现负自相关。还讨论了反应偏差的一些方面。

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