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人类大脑的专业化:以数字为例。

Specialization in the human brain: the case of numbers.

机构信息

Department of Experimental Psychology and Oxford Centre for Functional MRI of the Brain, University of Oxford Oxford, UK.

出版信息

Front Hum Neurosci. 2011 Jul 11;5:62. doi: 10.3389/fnhum.2011.00062. eCollection 2011.

Abstract

How numerical representation is encoded in the adult human brain is important for a basic understanding of human brain organization, its typical and atypical development, its evolutionary precursors, cognitive architectures, education, and rehabilitation. Previous studies have shown that numerical processing activates the same intraparietal regions irrespective of the presentation format (e.g., symbolic digits or non-symbolic dot arrays). This has led to claims that there is a single format-independent, numerical representation. In the current study we used a functional magnetic resonance adaptation paradigm, and effective connectivity analysis to re-examine whether numerical processing in the intraparietal sulci is dependent or independent on the format of the stimuli. We obtained two novel results. First, the whole brain analysis revealed that format change (e.g., from dots to digits), in the absence of a change in magnitude, activated the same intraparietal regions as magnitude change, but to a greater degree. Second, using dynamic causal modeling as a tool to disentangle neuronal specialization across regions that are commonly activated, we found that the connectivity between the left and right intraparietal sulci is format-dependent. Together, this line of results supports the idea that numerical representation is subserved by multiple mechanisms within the same parietal regions.

摘要

数字表示在成人脑中是如何编码的,对于理解人类大脑组织、其典型和非典型发育、进化前体、认知架构、教育和康复等基本原理非常重要。以前的研究表明,无论呈现格式如何(例如,符号数字或非符号点数组),数值处理都会激活相同的顶内区域。这导致了一种单一的、与格式无关的数值表示的说法。在当前的研究中,我们使用功能磁共振适应范式和有效连通性分析来重新检验顶内沟中的数值处理是否依赖于刺激的格式。我们得到了两个新的结果。首先,全脑分析表明,在没有数量变化的情况下,格式变化(例如,从点到数字)会激活与数量变化相同的顶内区域,但程度更大。其次,使用动态因果建模作为一种工具来区分共同激活的区域中的神经元特异性,我们发现左、右顶内沟之间的连接是格式依赖的。总的来说,这一系列的结果支持了这样一种观点,即数值表示是由相同顶内区域中的多个机制共同支持的。

https://cdn.ncbi.nlm.nih.gov/pmc/blobs/ac97/3135869/bdcb3cbe8541/fnhum-05-00062-g001.jpg

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