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庞佐式图案中的空间注意力。

Spatial attention in Ponzo-like patterns.

作者信息

Pressey A W, Epp D

机构信息

St. John's College, University of Manitoba, Winnipeg, Canada.

出版信息

Percept Psychophys. 1992 Aug;52(2):211-21. doi: 10.3758/bf03206774.

Abstract

A variant of Ponzo's pattern was devised by drawing converging oblique lines at the ends of each of two horizontal lines that were located directly one above the other. Pairs of converging or diverging fins (either between or outside the horizontal shafts) were systematically removed. The results showed that, as predicted by integrative field theory, oblique lines between the shafts produced more distortion than did oblique lines outside the shafts. Also, it was shown that the attentive field construct in integrative field theory was crucial for predicting patterns of means and variances in this experiment. The modified Ponzo effect was shown to have much in common with the classical Müller-Lyer illusion. The subtle differences between the two were explained by proposing that the size of the optimum attentive field was larger in the Ponzo tasks than in the Müller-Lyer tasks because expansion fins are found on both shafts in the Ponzo-like figure.

摘要

通过在两条直接上下排列的水平线的两端绘制汇聚的斜线,设计出了庞佐图案的一种变体。成对的汇聚或发散鳍片(在水平轴之间或之外)被系统地移除。结果表明,正如整合场理论所预测的那样,轴之间的斜线比轴之外的斜线产生的变形更大。此外,研究表明,整合场理论中的注意力场结构对于预测该实验中的均值和方差模式至关重要。修正后的庞佐效应被证明与经典的缪勒 - 莱尔错觉有许多共同之处。通过提出在庞佐任务中最佳注意力场的大小比在缪勒 - 莱尔任务中更大,因为在类庞佐图形的两个轴上都有扩展鳍片,解释了两者之间的细微差异。

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