排序方式： 共有76条查询结果，搜索用时 15 毫秒
1.
Lem Stephanie Onghena Patrick Verschaffel Lieven Van Dooren Wim 《European Journal of Psychology of Education - EJPE》2017,32(4):537-550
European Journal of Psychology of Education - Graphicacy is an important skill in today’s society; however, the interpretation of graphs proofs to be more difficult than it might seem. In... 相似文献
2.
Koen Luwel Joke Torbeyns Lieven Verschaffel 《European Journal of Psychology of Education - EJPE》2003,18(4):425-447
In the research literature several positions concerning the role played by metacognition in adaptive strategy choice can be
distinguished. While many authors adhere so-called metacognitive models of strategy choice and strategy change, others have
questioned the extent to which metacognitive factors are associated with strategy choice and task performance and have proposed
alternative theoretical frameworks wherein strategy choices are described in terms of associative models. In the present article
we report data coming from a larger research project on the development of children’s numerosity judgement strategies and
skills. The experimental task involved judging numerosities of colored blocks presented in a rectangular grid. Participants
were 59 second grade and 50 sixth grade children, whose strategic performance data — obtained by means of a systematic analysis
of their response-time patterns — were compared with interview data collected at the end of the experiment. The major result
of this comparison is that not only the children from the oldest age group, but also the children from the youngest age group
showed clear evidence of metacognitive awareness and understanding of different aspects of their strategic performance. 相似文献
3.
4.
Vicente Santiago Verschaffel Lieven Sánchez Rosario Múñez David 《Educational Studies in Mathematics》2022,111(3):375-397
Educational Studies in Mathematics - The success or failure of education systems in promoting student problem-solving skills depends on attitudinal, political, and pedagogical variables. Among... 相似文献
5.
Sylke Vandercruysse Judith ter Vrugte Ton de Jong Pieter Wouters Herre van Oostendorp Lieven Verschaffel Jan Elen 《Educational technology research and development : ETR & D》2017,65(5):1345-1368
In this study we focus on the integration of mathematical learning content (i.e., proportional reasoning) in game-based learning environments (GBLE). More specifically, two kinds of GBLEs are set up: an extrinsically integrated GBLE and an intrinsically integrated GBLE. In the former environment, the mathematical content is not part of the core mechanics and structure of the gaming world. In the latter environment, the mathematical content is delivered through the parts of the game that are the most fun to play and embodied within the structure of the gaming world and the players’ interactions with it. Sixty-four vocational track students participated in the study, all of them working in either version of the self-developed GBLE “Zeldenrust”. The results of this study suggest that the way the content is integrated in a GBLE (i.e., intrinsically or extrinsically) matters: contrary to our expectations, students who played the extrinsically integrated game showed higher learning gains, motivational gains and perceived usefulness than students who played the game in which the content was intrinsically integrated. 相似文献
6.
论问题提出与学生能力发展的关系 总被引：3，自引：1，他引：2
问题提出指新问题的提出和已有问题的重新阐释,它可以发生于问题解决之前,问题解决之中和问题解决之后.问题提出的教学不仅能促进学生对基本知识和基本技能的掌握,而且能够使学生更好地体会数学与自然及人类社会的密切联系,增进对数学的理解和学好数学的信心,培养学生创新精神,解决问题能力和情感态度. 相似文献
7.
Rianne Janssen Erik De Corte Lieven Verschaffel Evelyn Knoors Ariane Colémont 《Educational Research and Evaluation》2013,19(2):197-225
A baseline assessment of the new curriculum standards of mathematics for elementary education in Flanders is presented and discussed. A total of 24 measurement scales, each representing a cluster of standards, covered the whole mathematics curriculum. A total of 5,763 6th-grade students participated in the study. Performance on each scale was summarized by estimating the proportion of students who were nonmasters, intermediate, and good masters. Overall, the more innovative curriculum standards were mastered worse. Few gender differences in performance were observed. 相似文献
8.
The present study aimed to analyze the direction of the associations between repeating patterning, growing patterning, and numerical ability. Participants were 410 children who were annually assessed on their repeating patterning, growing patterning, and numerical ability, at ages 4, 5, and 6 years (i.e., spring 2017, 2018, and 2019). A cross-lagged panel model identified bidirectional associations between all three abilities from ages 4 to 5 years while taking into account spatial skills. From ages 5 to 6 years, both patterning abilities predicted later numerical ability, but the reverse was no longer true. Associations between performances on both pattern types also disappeared. Results highlight the unique associations between repeating patterning, growing patterning, and numerical ability, above spatial skills. 相似文献
9.
Sekeris Elke Empsen Michaël Verschaffel Lieven Luwel Koen 《European Journal of Psychology of Education - EJPE》2021,36(3):845-864
European Journal of Psychology of Education - The transition from informal to formal mathematics is an important episode in children’s mathematical development. The current study investigated... 相似文献
10.
Tine Degrande Lieven Verschaffel Wim Van Dooren 《European Journal of Psychology of Education - EJPE》2018,33(4):559-576
While previous studies mainly focused on children’s additive and multiplicative reasoning abilities, we studied third to sixth graders’ preference for additive or multiplicative relations. This was investigated by means of schematic problems that were open to both types of relations, namely arrow schemes containing three given numbers and a fourth missing one. In study 1, children had to fill out the missing number, while in study 2, children had to indicate all possibly correct answers among a set of given alternatives. Both studies explicitly showed the existence of a preference for additive relations in some children, while others preferred multiplicative relations. Mainly younger children preferred additive relations, whereas mainly children in upper primary education preferred multiplicative relations. Number ratios also impacted children’s preference, especially in fifth grade. Moreover, the results of study 2 provided evidence for the strength of children’s preference and showed that calculation skills do not coincide with preference, and hence, that preference and calculation skills are two distinct child characteristics. The results of both studies using these open problems resembled previous research results using classical multiplicative or additive word problems. This supports the hypothesis that children’s preferred type of relations may be at play in solving classical word problems as well—besides their abilities—and may hence be an additional factor explaining the mistakes that children make in those word problems. This research line thus seems promising for further research as well as educational practice. 相似文献