Liu Wei, Zhang Zhi-Jun, Zhao Ya-Jun, Li Bing-Chen, Wang Miao
School of Education, Yunnan Minzu University, Kunming, China.
Department of Psychology and Behavioural Sciences, Zhejiang University, Hangzhou, China.
Acta Psychol (Amst). 2017 Mar;174:17-30. doi: 10.1016/j.actpsy.2017.01.006. Epub 2017 Jan 26.
This study investigated the mechanisms of the numerosity coding of random and regular dot distribution patterns. Experiment 1 revealed that connectedness significantly affected the numerosity perception of randomly distributed dots, and two adjacent dots were considered to be one numeral unit when connected via lines. The connectedness effect was much weaker on the numerosity perception of regularly distributed dots in vertical or horizontal queues and was absent in the perception of dots in diagonal queues. Experiment 2 demonstrated that randomly distributed adaptors induced a stronger effect of adaptation compared with regular adaptors when random dots after adaptation were used to test participants' numerosity perception. Experiment 3 found that the change in stimulus orientation has no effect on adaptation for random patterns. However, for regular patterns, adapting stimuli with an orientation identical to the tests caused stronger aftereffects compared with those with a different orientation. In Experiment 4, when random adaptors were presented in one eye of a participant, the adaptation aftereffect was shown to exist in both the exposed and un-exposed eyes (binocular transfer), whereas the aftereffect of regular adaptors remained only in the exposed eye (monocular transfer). We interpret that distinct mechanisms might control the numerosity processing of randomly and regularly distributed dots. Generic numerosity processing seems to be automatically inhibited based on the coding of regular patterns. The absence of numeral unit individuation, which is coded at a higher visual-processing level, might play an important role in this inhibition.
本研究调查了随机和规则点分布模式的数量编码机制。实验1表明,连通性显著影响随机分布点的数量感知,当两个相邻点通过线连接时,它们被视为一个数字单元。连通性效应在垂直或水平队列中规则分布点的数量感知上要弱得多,而在对角队列中点的感知中则不存在。实验2表明,当使用适应后的随机点来测试参与者的数量感知时,随机分布的适应刺激比规则适应刺激产生更强的适应效应。实验3发现,刺激方向的变化对随机模式的适应没有影响。然而,对于规则模式,与测试方向不同的适应刺激相比,与测试方向相同的适应刺激会产生更强的后效。在实验4中,当在参与者的一只眼睛中呈现随机适应刺激时,适应后效在暴露和未暴露的眼睛中都存在(双眼转移),而规则适应刺激的后效仅保留在暴露的眼睛中(单眼转移)。我们认为,不同的机制可能控制随机和规则分布点的数量处理。基于规则模式的编码,通用的数量处理似乎会自动受到抑制。在更高视觉处理水平上编码的数字单元个体化的缺失可能在这种抑制中起重要作用。