小脑驱动的数学社会基础:对数学学习障碍儿童一对一辅导的启示。

Q3 Medicine
Larry Vandervert, Kimberly Moe
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引用次数: 2

摘要

本文的目的是论证在石器制造背后的社会认知能力的进化过程中,在内部语音语音处理中进化出来的对运动学(运动)和动力学(力)的序列控制模式,这导致了智人的出现,与社会小脑在语言中学习序列模式的能力是同源的,我们称之为数学。有人认为,这种进化(1)选择了一种社会认知小脑,这种小脑起源于艰苦的、重复的精确的敲击模式(石头塑造);(2)在一百多万年的时间里,从心智化中选择了运动学和动力学,正如在心智理论(ToM)中观察到的和更有经验的石头敲击者的模型。结果表明,社会诱导的自传体知识的组成部分,即(1)分段事件、(2)排序事件和(3)排序事件聚类,都具有不同的抽象层次,可以为数学学习障碍儿童的一对一辅导提供最佳方法。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
The cerebellum-driven social basis of mathematics: implications for one-on-one tutoring of children with mathematics learning disabilities.

The purpose of this article is to argue that the patterns of sequence control over kinematics (movements) and dynamics (forces) which evolved in phonological processing in inner speech during the evolution of the social-cognitive capacities behind stone-tool making that led to the emergence of Homo sapiens are homologous to the social cerebellum's capacity to learn patterns of sequence within language that we refer to as mathematics. It is argued that this evolution (1) selected toward a social cognitive cerebellum which arose from the arduous, repetitive precision patterns of knapping (stone shaping) and (2) that over a period of a million-plus years was selected from mentalizing toward the kinematics and dynamics as observed and modeled in Theory of Mind (ToM) of more experienced stone knappers. It is concluded that components of this socially-induced autobiographical knowledge, namely, (1) segmenting events, (2) sequencing events, and (3) sequencing event clusters, all at various levels of abstraction, can inform optimum approaches to one-on-one tutoring of children with mathematical learning disabilities.

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Cerebellum and Ataxias
Cerebellum and Ataxias Medicine-Neurology (clinical)
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