Predicting Mathematical Performance: The Effect of Cognitive Processes and Self-Regulation Factors
A substantial number of research studies have investigated the separate influence of working memory, attention, motivation, and learning strategies on mathematical performance and self-regulation in general. There is still little understanding of their impact on performance when taken together, unde...
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doaj-6e708676a5bd48e2957b459e28d79f582020-11-25T00:00:23ZengHindawi LimitedEducation Research International2090-40022090-40102012-01-01201210.1155/2012/250719250719Predicting Mathematical Performance: The Effect of Cognitive Processes and Self-Regulation FactorsMariel Musso0Eva Kyndt1Eduardo Cascallar2Filip Dochy3Centre for Research on Teaching and Training, Katholieke Universiteit Leuven, BelgiumCentre for Research on Teaching and Training, Katholieke Universiteit Leuven, BelgiumCentre for Research on Teaching and Training, Katholieke Universiteit Leuven, BelgiumCentre for Research on Teaching and Training, Katholieke Universiteit Leuven, BelgiumA substantial number of research studies have investigated the separate influence of working memory, attention, motivation, and learning strategies on mathematical performance and self-regulation in general. There is still little understanding of their impact on performance when taken together, understanding their interactions, and how much each of them contributes to the prediction of mathematical performance. With the emergence of new methodologies and technologies, such as the modelling with predictive systems, it is now possible to study these effects with approaches which use a wide range of data, including student characteristics, to estimate future performance without the need of traditional testing (Boekaerts and Cascallar, 2006). This research examines the different cognitive patterns and complex relations between cognitive variables, motivation, and background variables associated with different levels of mathematical performance using artificial neural networks (ANNs). A sample of 800 entering university students was used to develop three ANN models to identify the expected future level of performance in a mathematics test. These ANN models achieved high degree of precision in the correct classification of future levels of performance, showing differences in the pattern of relative predictive weight amongst those variables. The impact on educational quality, improvement, and accountability is highlighted.http://dx.doi.org/10.1155/2012/250719 |
collection |
DOAJ |
language |
English |
format |
Article |
sources |
DOAJ |
author |
Mariel Musso Eva Kyndt Eduardo Cascallar Filip Dochy |
spellingShingle |
Mariel Musso Eva Kyndt Eduardo Cascallar Filip Dochy Predicting Mathematical Performance: The Effect of Cognitive Processes and Self-Regulation Factors Education Research International |
author_facet |
Mariel Musso Eva Kyndt Eduardo Cascallar Filip Dochy |
author_sort |
Mariel Musso |
title |
Predicting Mathematical Performance: The Effect of Cognitive Processes and Self-Regulation Factors |
title_short |
Predicting Mathematical Performance: The Effect of Cognitive Processes and Self-Regulation Factors |
title_full |
Predicting Mathematical Performance: The Effect of Cognitive Processes and Self-Regulation Factors |
title_fullStr |
Predicting Mathematical Performance: The Effect of Cognitive Processes and Self-Regulation Factors |
title_full_unstemmed |
Predicting Mathematical Performance: The Effect of Cognitive Processes and Self-Regulation Factors |
title_sort |
predicting mathematical performance: the effect of cognitive processes and self-regulation factors |
publisher |
Hindawi Limited |
series |
Education Research International |
issn |
2090-4002 2090-4010 |
publishDate |
2012-01-01 |
description |
A substantial number of research studies have investigated the separate influence of working memory, attention, motivation, and learning strategies on mathematical performance and self-regulation in general. There is still little understanding of their impact on performance when taken together, understanding their interactions, and how much each of them contributes to the prediction of mathematical performance. With the emergence of new methodologies and technologies, such as the modelling with predictive systems, it is now possible to study these effects with approaches which use a wide range of data, including student characteristics, to estimate future performance without the need of traditional testing (Boekaerts and Cascallar, 2006). This research examines the different cognitive patterns and complex relations between cognitive variables, motivation, and background variables associated with different levels of mathematical performance using artificial neural networks (ANNs). A sample of 800 entering university students was used to develop three ANN models to identify the expected future level of performance in a mathematics test. These ANN models achieved high degree of precision in the correct classification of future levels of performance, showing differences in the pattern of relative predictive weight amongst those variables. The impact on educational quality, improvement, and accountability is highlighted. |
url |
http://dx.doi.org/10.1155/2012/250719 |
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