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一种被建模为尖点突变的抓握发育转变。

A developmental transition in prehension modeled as a cusp catastrophe.

作者信息

Wimmers R H, Savelsbergh G J, van der Kamp J, Hartelman P

机构信息

Institute for Fundamental and Clinical Human Movement Sciences, Amsterdam/Nijmegen, The Netherlands.

出版信息

Dev Psychobiol. 1998 Jan;32(1):23-35.

PMID:9452905
Abstract

The purpose of the study was to show that the change from reaching without grasping to reaching with grasping during the first 6 months of life carried the characteristics of a discontinuous phase transition (catastrophe). A cross-sectional study was carried out with 58 infants between 60 and 408 days old. The infants were seated in a specially designed seat, and presented with nine detachable balls on a black curved board within reaching distance at shoulder height. The number of reaches without and with grasping were scored from video. A cusp catastrophe model was fitted to the data. A Likelihood-Ratio test indicated that the likelihood of the cusp model was significantly higher, p < .001, than a linear regression model. The cusp model was also compared with a logistic model. Akaike's Information criterion for the cusp catastrophe exceeded the logistic model, thus indicating a general better fit. Based on prior research, the following potential control parameters were chosen: crown-heel length, total body weight, arm length, arm circumference, ponderal index, arm volume, arm weight, and body position relative to the horizontal. The cusp model predicted that arm weight and arm circumference significantly contributed to the control parameters. It was found that these two variables had their largest contribution to the asymmetry control parameters.

摘要

该研究的目的是表明,在生命的前6个月中,从无抓握的够物到有抓握的够物的转变具有不连续相变(突变)的特征。对58名年龄在60至408天之间的婴儿进行了一项横断面研究。婴儿坐在一个特别设计的座位上,在肩部高度的可触及范围内,一块黑色弯曲板上放置着九个可拆卸的球。通过视频记录无抓握和有抓握的够物次数。将尖点突变模型拟合到数据中。似然比检验表明,尖点模型的似然性显著高于线性回归模型,p < .001。还将尖点模型与逻辑模型进行了比较。尖点突变的赤池信息准则超过了逻辑模型,因此表明总体拟合效果更好。基于先前的研究,选择了以下潜在控制参数:顶臀长度、总体重、手臂长度、手臂周长、 ponderal指数、手臂体积、手臂重量以及相对于水平方向的身体位置。尖点模型预测,手臂重量和手臂周长对控制参数有显著贡献。研究发现,这两个变量对不对称控制参数的贡献最大。

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