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Shared and distinct neural circuitry for nonsymbolic and symbolic double‐digit addition

机译:用于非符号和符号双位数加法的共享且独特的神经电路

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摘要

Symbolic arithmetic is a complex, uniquely human ability that is acquired through direct instruction. In contrast, the capacity to mentally add and subtract nonsymbolic quantities such as dot arrays emerges without instruction and can be seen in human infants and nonhuman animals. One possibility is that the mental manipulation of nonsymbolic arrays provides a critical scaffold for developing symbolic arithmetic abilities. To explore this hypothesis, we examined whether there is a shared neural basis for nonsymbolic and symbolic double‐digit addition. In parallel, we asked whether there are brain regions that are associated with nonsymbolic and symbolic addition independently. First, relative to visually matched control tasks, we found that both nonsymbolic and symbolic addition elicited greater neural signal in the bilateral intraparietal sulcus (IPS), bilateral inferior temporal gyrus, and the right superior parietal lobule. Subsequent representational similarity analyses revealed that the neural similarity between nonsymbolic and symbolic addition was stronger relative to the similarity between each addition condition and its visually matched control task, but only in the bilateral IPS. These findings suggest that the IPS is involved in arithmetic calculation independent of stimulus format.
机译:符号算术是一种复杂的,独特的人类能力,可以通过直接指令获得。相反,在精神上增加和减去非符号量(例如点阵列)的能力在没有指导的情况下出现,并且可以在人类婴儿和非人类动物中看到。一种可能性是,非符号阵列的心理操纵为开发符号算术能力提供了关键的支架。为了探索这一假设,我们检查了非符号和符号双位数加法是否存在共享的神经基础。同时,我们询问是否存在与非符号和符号加法独立相关的大脑区域。首先,相对于视觉匹配的控制任务,我们发现非符号和符号加法都在双侧顶内沟(IPS),双侧颞下回和右上顶小叶中引起更大的神经信号。随后的代表性相似性分析显示,相对于每个添加条件与其视觉匹配的控制任务之间的相似性,非符号和符号相加之间的神经相似性更强,但仅在双边IPS中。这些发现表明,IPS参与了与刺激形式无关的算术计算。

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