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框架效应与反向缪勒-莱尔错觉。

Framing effects and the reversed Müller-Lyer illusion.

作者信息

Predebon J

机构信息

Department of Psychology, University of Sydney, New South Wales, Australia.

出版信息

Percept Psychophys. 1992 Sep;52(3):307-14. doi: 10.3758/bf03209147.

Abstract

The enclosure hypothesis of the reversed Müller-Lyer illusion was examined in three experiments. In Experiment 1, the ingoing- and outgoing-wings forms of the illusion were measured separately, as a function of the size of the gap between the ends of the shaft and the apices of the wings. In Experiments 2 and 3, the effects of a square frame and of complete and amputated versions of a rectangle on the perceived length of an enclosed horizontal line were examined. For all non-Müller-Lyer illusion figures, an inverted U-shaped function describes the relationship between illusion magnitude and the length of the test line. The peak overestimation of the test line's length was obtained when the ratio of total figure length to test line length was about 3:2. Taken together, the results of the three experiments suggest that the reversed Müller-Lyer illusion can be explained within current theoretical frameworks, such as assimilation theory, without recourse to a special factor of enclosure.

摘要

在三个实验中对反向缪勒-莱尔错觉的封闭假设进行了检验。在实验1中,分别测量了错觉的内向翼和外向翼形式,作为轴两端与翼尖之间间隙大小的函数。在实验2和实验3中,研究了方形框架以及矩形的完整和截断版本对封闭水平线感知长度的影响。对于所有非缪勒-莱尔错觉图形,倒U形函数描述了错觉大小与测试线长度之间的关系。当图形总长度与测试线长度之比约为3:2时,获得了测试线长度的最大高估。综合来看,这三个实验的结果表明,反向缪勒-莱尔错觉可以在当前的理论框架内得到解释,比如同化理论,而无需借助特殊的封闭因素。

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