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流体智力和晶体智力对知识与技能发展的影响。

The influence of fluid and crystallized intelligence on the development of knowledge and skills.

作者信息

Thorsen Cecilia, Gustafsson Jan-Eric, Cliffordson Christina

机构信息

University of Gothenburg, Sweden; University West, Trollhättan, Sweden.

出版信息

Br J Educ Psychol. 2014 Dec;84(Pt 4):556-70. doi: 10.1111/bjep.12041. Epub 2014 Jun 9.

Abstract

BACKGROUND

Cattell's Gf-Gc distinction is quite generally recognized. However, the developmental part of the Gf-Gc theory of intelligence has not gained the same recognition. Results are inconsistent, but recent discussions emphasize the importance of homogeneity of samples with regard to education and language when investigating the developmental Investment theory.

AIMS

The aim of this study was to investigate the influence of Gf and Gc on the development of knowledge and skills in a sample of children in compulsory school who are homogenous with regard to level of education, age, and cultural background.

SAMPLE

Totally, 9,002 individuals from the evaluation through follow-up database born in 1972 and who left compulsory school in 1988 were included. These individuals were followed up in Grades 3, 6, and 9.

METHODS

Structural equation modelling was used, and autoregressive path models were fitted. All modelling was performed using Mplus version 6.1.

RESULTS

In the first step, a path model with a simplex structure was defined. However, a second model with direct relations of Gf on Gc in Grades 6 and 9 had better model fit, suggesting a continuous influence of Gf on Gc. However, no direct influence of Gf was found for the subject grades.

CONCLUSION

Due to the continuous influence of Gf on the measures of Gc throughout compulsory school, support for Cattell's (1987) Investment theory was found.

摘要

背景

卡特尔的流体智力(Gf)-晶体智力(Gc)区分已得到广泛认可。然而,智力的Gf-Gc理论的发展部分并未获得同样的认可。研究结果并不一致,但最近的讨论强调了在调查发展投资理论时样本在教育和语言方面同质性的重要性。

目的

本研究的目的是在教育水平、年龄和文化背景方面同质的义务教育阶段儿童样本中,调查Gf和Gc对知识与技能发展的影响。

样本

总共纳入了9002名来自1972年出生并于1988年完成义务教育的评估及随访数据库的个体。对这些个体在三年级、六年级和九年级进行了随访。

方法

使用结构方程模型,并拟合自回归路径模型。所有建模均使用Mplus 6.1版本进行。

结果

第一步,定义了一个具有单维结构的路径模型。然而,第二个模型中Gf在六年级和九年级对Gc有直接关系,其模型拟合更好,表明Gf对Gc有持续影响。然而,未发现Gf对各学科成绩有直接影响。

结论

由于在整个义务教育阶段Gf对Gc测量指标有持续影响,因此发现了对卡特尔(1987年)投资理论的支持。

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