Lourenco Stella F, Ayzenberg Vladislav, Lyu Jennifer
Emory University, USA.
Emory University, USA.
Cortex. 2016 Aug;81:93-103. doi: 10.1016/j.cortex.2016.04.013. Epub 2016 Apr 26.
Despite general agreement that number and other magnitudes share analog format, there is disagreement about the extent to which representations of numerical and non-numerical magnitude recruit common cognitive and neural resources. Cross-dimensional interactions between number and other magnitudes on Stroop-like tasks have been taken as evidence for integration across magnitudes, but such effects are subject to alternative interpretations that allow for differentiated representations. Here we use a subliminal priming paradigm to test for interactions between different magnitudes (number and area) when one magnitude is not consciously detectable. Across two experiments, we first provide evidence for the feasibility of this paradigm by demonstrating that transfer occurs within the dimension of number; that is, symbolic numerals (Arabic digits) that were subliminally primed affected judgments of non-symbolic numerosities in target displays. Crucially, we also found transfer across magnitudes-from subliminally primed numerals to target displays of cumulative surface area whether participants made an ordinal judgment (i.e., "which array is larger in area?") or judged whether two arrays were the same or different in area. These findings suggest that representations of number and area are not fully differentiated. Moreover, they provide unique support for a general magnitude system that includes direct connections, or overlap, between the neural codes for numerical and non-numerical magnitudes.
尽管人们普遍认为数字和其他数量具有相似的模拟形式,但对于数字和非数字数量的表征在多大程度上调用共同的认知和神经资源,仍存在分歧。在类似斯特鲁普任务中数字与其他数量之间的跨维度交互作用,已被视为不同数量之间整合的证据,但这种效应可能存在其他解释,这些解释允许存在差异化的表征。在此,我们使用阈下启动范式来测试当一个数量在意识层面无法被检测到时,不同数量(数字和面积)之间的交互作用。在两个实验中,我们首先通过证明在数字维度内存在迁移来为该范式的可行性提供证据;也就是说,被阈下启动的符号数字(阿拉伯数字)会影响目标显示中非符号数量的判断。至关重要的是,我们还发现了跨数量的迁移——从阈下启动的数字到累积表面积的目标显示,无论参与者是进行顺序判断(即“哪个阵列的面积更大?”)还是判断两个阵列在面积上是否相同或不同。这些发现表明数字和面积的表征并非完全分化。此外,它们为一个通用数量系统提供了独特的支持,该系统包括数字和非数字数量的神经编码之间的直接联系或重叠。