共查询到20条相似文献，搜索用时 31 毫秒
1.
The link between mathematics anxiety and mathematical performance in young children remains inconclusive. The present study examined the longitudinal associations between mathematics anxiety and mathematical performance (calculation and story problem solving) in 246 Chinese children followed from second to third grade. Multiple regression analyses showed that mathematics anxiety made independent contributions to mathematical performance beyond non-verbal intelligence, working memory, number skills, general and test anxieties. However, mathematics anxiety does not affect all children and all kinds of mathematical performance equally. Mathematics anxiety has a more pronounced impact on mathematical problems that require more processing resources, as opposed to simple arithmetic problems and straightforward story problems and children who are higher in working memory are more vulnerable to its deleterious impacts. 相似文献
2.
Jeanne M. Friedel Kai S. Cortina Julianne C. Turner Carol Midgley 《Contemporary educational psychology》2007
This study examines children’s perceptions of the achievement goals parents and teachers emphasize for them in mathematics, and the relation of these goals to children’s personal achievement goals, self-efficacy beliefs, and coping strategies. Results indicated that children’s perceptions of both parent and teacher mastery and performance goal emphases predicted children’s personal goals. Further, children’s personal goals mediated the relation between perceived parent and teacher goal emphases and children’s efficacy beliefs and coping strategies. Children’s perceptions of parent and teacher emphasis on performance goals varied slightly by gender but not ethnic background, whereas variance across groups in perceptions of mastery emphases did not reach practical significance. Relations between goal perceptions, personal goals, efficacy and coping strategies also did not vary by gender or ethnic background. Implications for future research regarding the goals children perceive to be emphasized in home and school contexts, and their importance for children’s adaptive beliefs and behaviors in mathematics, are discussed. 相似文献
3.
Nicole M. McNeil Caroline Byrd Hornburg Brianna L. Devlin Cristina Carrazza Mary O. McKeever 《Child development》2019,90(3):940-956
Experts claim that individual differences in children's formal understanding of mathematical equivalence have consequences for mathematics achievement; however, evidence is lacking. A prospective, longitudinal study was conducted with a diverse sample of 112 children from a midsized city in the Midwestern United States (Mage [second grade] = 8:1). As hypothesized, understanding of mathematical equivalence in second grade predicted mathematics achievement in third grade, even after controlling for second-grade mathematics achievement, IQ, gender, and socioeconomic status. Most children exhibited poor understanding of mathematical equivalence, but results provide clues about which children are on the path to constructing an understanding and which may need extra support to overcome their misconceptions. Findings suggest that mathematical equivalence may deserve more attention from educators. 相似文献
4.
One hundred sixty-five Hong Kong Chinese children were administered measures of early mathematics, visual-spatial skills, and executive functioning (working memory, inhibition, shifting, updating) once in kindergarten (mean age?=?62.80 months, SD?=?3.74) and again in first grade (mean age?=?77.25 months, SD?=?4.60). In kindergarten, visual-spatial skills, inhibition, shifting, and working memory were all uniquely associated with concurrent mathematics performance; in first grade, only working memory and visual-spatial skills were significantly related to concurrent mathematics abilities. Furthermore, working memory and visual-spatial skills in kindergarten predicted 19% of the variance in children’s mathematics performance in first grade, beyond the autoregressive effects of mathematics performance in kindergarten as well as demographic variables. Findings highlight the importance of working memory and visual-spatial skills for young Chinese children in mastering mathematics. 相似文献
5.
Toll SW Van der Ven SH Kroesbergen EH Van Luit JE 《Journal of learning disabilities》2011,44(6):521-532
In the past years, an increasing number of studies have investigated executive functions as predictors of individual differences in mathematical abilities. The present longitudinal study was designed to investigate whether the executive functions shifting, inhibition, and working memory differ between low achieving and typically achieving children and whether these executive functions can be seen as precursors to math learning disabilities in children. Furthermore, the predictive value of working memory ability compared to preparatory mathematical abilities was examined. Two classifications were made based on (persistent) mathematical ability in first and second grade. Repeated measures analyses and discriminant analyses were used to investigate which functions predicted group membership best. Group differences in performance were found on one inhibition and three working memory tasks. The working memory tasks predicted math learning disabilities, even over and above the predictive value of preparatory mathematical abilities. 相似文献
6.
Hassan Alamolhodaei 《Asia Pacific Education Review》2009,10(2):183-192
The main objective of this study is (a) to explore the relationship among cognitive style (field dependence/independence),
working memory, and mathematics anxiety and (b) to examine their effects on students’ mathematics problem solving. A sample
of 161 school girls (13–14 years old) were tested on (1) the Witkin’s cognitive style (Group Embedded Figure Test) and (2)
Digit Span Backwards Test, with two mathematics exams. Results obtained indicate that the effect of field dependency, working
memory, and mathematics anxiety on students' mathematical word problem solving was significant. Moreover, the correlation
among working memory capacity, cognitive style, and students’ mathematics anxiety was significant. Overall, these findings
could help to provide some practical implications for adapting problem solving skills and effective teaching/learning. 相似文献
7.
This study investigated the developmental trajectories and interrelationships of mathematics-related achievement emotions and arithmetic fluency from first to third grade, and the effects of these on third grade mathematics performance. Participants were 232 Norwegian students. Students’ emotions and arithmetic fluency were measured four times and mathematics performance once. Applying latent growth curve modeling, developmental patterns of decreasing enjoyment and increasing boredom were observed over time. The mean level of enjoyment remained fairly high, and of both boredom and anxiety quite low. Individual differences were observed in both the initial levels and development of all emotions and arithmetic fluency, indicating differences in developmental trajectories. Only the initial levels and rate of change in arithmetic fluency predicted mathematics performance at the third grade. 相似文献
8.
The aim of this study was to investigate the interplay between test anxiety and working memory (WM) on mathematics performance in younger children. A sample of 624 grade 3 students completed a test battery consisting of a test anxiety scale, WM tasks and the Swedish national examination in mathematics for grade 3. The main effects of test anxiety and WM, and the two-way interaction between test anxiety and WM on mathematics performance, were modelled with structural equation modelling techniques. Additionally, the effects were also tested separately on tasks with high WM demands (mathematical problem-solving) versus low WM demands (basic arithmetic). As expected, WM positively predicted mathematics performance in all three models (overall mathematics performance, problem-solving tasks, and basic arithmetic). Test anxiety had a negative effect on problem-solving on the whole sample level but concerning basic arithmetic only students with lower WM were affected by the negative effects of test anxiety on performance. Thus, students with low WM are more vulnerable to the negative effects of test anxiety in low WM tasks like basic arithmetic. The results are discussed in relation to the early identification of test anxiety. 相似文献
9.
Karin I. E. Dahlin 《Reading and writing》2011,24(4):479-491
This study examines the relationship between working memory and reading achievement in 57 Swedish primary-school children
with special needs. First, it was examined whether children’s working memory could be enhanced by a cognitive training program,
and how the training outcomes would relate to their reading development. Next, it was explored how differential aspects of
working memory are related to children’s reading outcomes. The working memory training yielded effects, and these effects
appeared beneficial to children’s reading comprehension development. Working memory measures were found to be related with
children’s word reading and reading comprehension. The results show that working memory can be seen as a crucial factor in
the reading development of literacy among children with special needs, and that interventions to improve working memory may
help children becoming more proficient in reading comprehension. 相似文献
10.
Yıldız Güven 《International Journal of Science and Mathematics Education》2009,7(3):533-549
The aim of this study is to assess the factors that are related to preschool children and their mothers on children’s’ intuitional
mathematics abilities. Results of the study showed that there were significant differences in children’s intuitional mathematics
abilities when children are given the opportunity to think intuitionally and to make estimations, and when their mothers believe
in the importance of providing such opportunities in the home setting. Children who tended to think fast and to examine details
of objects had significantly higher scores. Also, the working mothers aimed to give opportunities to their children more often
than non-working mothers. The mothers whose children received preschool education tended to give more opportunities to their
children to think intuitionally and to make estimations. When incorrect intuitional answers or estimations were made by children,
lower-educated mothers tended to scold their children much more than higher educated mothers. Mothers having at least a university
degree explained more often to the children why they were in error than did the less-educated mothers. 相似文献
11.
Pnina S. Klein Esther Adi-Japha Simcha Hakak-Benizri 《Educational Studies in Mathematics》2010,73(3):233-246
The objective of this study was to examine gender differences in the relations between verbal, spatial, mathematics, and teacher–child
mathematics interaction variables. Kindergarten children (N = 80) were videotaped playing games that require mathematical reasoning in the presence of their teachers. The children’s
mathematics, spatial, and verbal skills and the teachers’ mathematical communication were assessed. No gender differences
were found between the mathematical achievements of the boys and girls, or between their verbal and spatial skills. However,
mathematics performance was related to boys’ spatial reasoning and to girls’ verbal skills, suggesting that they use different
processes for solving mathematical problems. Furthermore, the boys’ levels of spatial and verbal skills were not found to
be related, whereas they were significantly related for girls. The mathematical communication level provided in teacher–child
interactions was found to be related to girls’ but not to boys’ mathematics performance, suggesting that boys may need other
forms of mathematics communication and teaching. 相似文献
12.
Prior studies have shown that the variables described in the Opportunity–Propensity (O–P) Framework have successfully accounted for the mathematics and science achievement of students in grades 1–3 and 8–12. The two goals of the present study were to (1) determine whether the O–P Framework could also account for individual differences in the early mathematics skills of low-income, pre-kindergarten children and (2) determine whether latent variables constructed from measured variables would account for performance in the manner specified in the O–P model. The O–P Framework assumes that high achievement in mathematics is a function of three categories of factors: (a) antecedent factors, variables that operate early in a child’s life and explain the emergence of opportunities and propensities, (b) opportunity factors, variables that measure a child’s opportunity to learn mathematics content at home and school, and (c) propensity factors, variables that capture a child’s propensity for learning in terms of self-regulation, motivation, and prior cognitive skills. To test the fit of this model for low-income children during the year before they attend kindergarten, the authors conducted a secondary analysis of achievement and background data from the Early Childhood Longitudinal Study-Birth (ECLS-B) Cohort data set. Structural equation modeling indicated significant associations between the antecedent factor, opportunity factor, and propensity factor, and between the opportunity factor and pre-kindergarten mathematics achievement. The results confirmed the fit of the model and identified the kinds of learning experiences that could promote the acquisition of mathematics skills in low-income children and improve their readiness to learn in first grade and beyond. 相似文献
13.
Working memory, including central executive functions (inhibition, shifting and updating) are factors thought to play a central role in mathematical skill development. However, results reported with regard to the associations between mathematics and working memory components are inconsistent. The aim of this meta-analysis is twofold: to investigate the strength of this relation, and to establish whether the variation in the association is caused by tests, sample characteristics and study and other methodological characteristics. Results indicate that all working memory components are associated with mathematical performance, with the highest correlation between mathematics and verbal updating. Variation in the strength of the associations can consistently be explained by the type of mathematics measure used: general tests yield stronger correlations than more specific tests. Furthermore, characteristics of working memory measures, age and sample explain variance in correlations in some analyses. Interpretations of the contribution of moderator variables to various models are discussed. 相似文献
14.
Construction play is thought to develop logico-mathematical skills, however the underlying mechanisms have not been defined. In order to fill this gap, this study looks at the relationship between Lego construction ability, cognitive abilities and mathematical performance in 7-year-old, Year 2 primary school children (N = 66). While studies have focused on the relationship between mathematics performance and verbal memory, there are limited studies focussing on visuospatial memory. We tested both visuospatial and verbal working memory and short term memory, as well as non-verbal intelligence. Mathematical performance was measured through the WIAT-II numerical operations, and the word reading subtest was used as a control variable. We used a Lego construction task paradigm based on four task variables found to systematically increase construction task difficulty. The results suggest that Lego construction ability is positively related to mathematics performance, and visuospatial memory fully mediates this relationship. Future work of an intervention study using Lego construction training to develop visuospatial memory, which in turn may improve mathematics performance, is suggested. 相似文献
15.
16.
Marjoke Bakker Marja van den Heuvel-Panhuizen Alexander Robitzsch 《Contemporary educational psychology》2014
Our study investigated children’s knowledge of multiplicative reasoning (multiplication and division) at the end of Grade 1, just before the start of formal instruction on multiplicative reasoning in Grade 2. A large sample of children (N = 1176) was assessed in a relatively formal test setting, using an online test with 28 multiplicative problems of different types. On average, the children correctly answered more than half (58%) of the problems, including several bare number problems. This indicates that before formal instruction on multiplicative reasoning, children already have a considerable amount of knowledge in this domain, which teachers can build on when teaching them formal multiplication and division. Using analysis of variance and cross-classified multilevel regression analysis, we identified several predictors of children’s pre-instructional multiplicative knowledge. With respect to the characteristics of the multiplicative problems, we found that the problems were easiest to solve when they included a picture involving countable objects, and when the multiplicative situation was of the equal groups semantic structure (e.g., 3 boxes of 4 cookies). Regarding student characteristics, pre-instructional multiplicative knowledge was higher for children with higher-educated parents. Finally, the mathematics textbook used in school appeared to have influenced children’s pre-instructional multiplicative knowledge. 相似文献
17.
Eugenia Vomvoridi-Ivanovi? 《Journal of Mathematics Teacher Education》2012,15(1):53-66
This paper explores Mexican–American prospective teachers’ use of culture—defined as social practices and shared experiences—as
an instructional resource in mathematics. The setting is an after-school mathematics program for the children of Mexican heritage.
Qualitative analysis of the prospective teachers’ and children’s interactions reveals that the nature of the mathematical
activities affected how culture was used. When working on the “binder activities,” prospective teachers used culture only
in non-mathematical contexts. When working on the “recipes project,” however, culture was used as a resource in mathematical
contexts. Implications for the mathematics teacher preparation of Latinas/os are discussed. 相似文献
18.
刘翠娜 《乐山师范学院学报》2013,(12):111-115
近年来,我国对数学学习困难儿童的表现、诊断、认知特点等有了较多的研究,这为数学学习困难儿童的干预策略提供了基础。通过对我国数学学习困难儿童的教育干预研究进行综述,发现主要有知觉加工干预策略、工作记忆干预策略、问题表征干预策略和元记忆干预策略,并在借鉴国外数学学习困难研究的基础上,对我国未来数学学习困难的研究提供若干建议。 相似文献
19.
Victoria J. Molfese Peter J. Molfese Dennis L. Molfese Kathleen Moritz Rudasill Natalie Armstrong Gillian Starkey 《Contemporary educational psychology》2010
Academic and social success in school has been linked to children’s self-regulation. This study investigated the assessment of the executive function (EF) component of self-regulation using a low-cost, easily administered measure to determine whether scores obtained from the behavioral task would agree with those obtained using a laboratory-based neuropsychological measure of EF skills. The sample included 74 children (37 females; M = 86.2 months) who participated in two assessments of working memory and inhibitory control: Knock–Tap (NEPSY: Korkman, Kirk, & Kemp, 1998), and participated in event-related potential (ERP) testing that included the directional stroop test ( DST, Davidson, Cruess, Diamond, O’Craven, and Savoy (1999)). Three main findings emerged. First, children grouped as high vs. low performing on the NEPSY Knock–Tap Task were found to perform differently on the more difficult conditions of the DST (the Incongruent and Mixed Conditions), suggesting that the Knock–Tap Task as a low-cost and easy to administer assessment of EF skills may be one way for teachers to identify students with poor inhibitory control skills. Second, children’s performance on the DST was strongly related to their ERP responses, adding to evidence that differences in behavioral performance on the DST as a measure of EF skills reflect corresponding differences in brain processing. Finally, differences in brain processing on the DST task also were found when the children were grouped based on Knock–Tap performance. Simple screening procedures can enable teachers to identify children whose distractibility, inattentiveness, or poor attention spans may interfere with classroom learning. 相似文献
20.
Executive functioning (EF) is associated with children’s math skill development, both concurrently and longitudinally. However, it is not known how components of EF might be related to mathematics skills and vice versa over the course of elementary school. The present study addresses this issue by investigating relations between math achievement and two key components of EF -- working memory (WM) and cognitive flexibility (CF) -- from kindergarten to 5th grade, using the large-scale nationally representative dataset (N = 18,174) from the Early Childhood Longitudinal Study-Kindergarten (ECLS-K: 2011). Results from cross-lagged panel models with fixed effects support a transactional theoretical model, demonstrating a long-term reciprocal relationship between WM and math achievement from kindergarten to 5th grade and between CF and math achievement from 2nd grade to 5th grade. However, we found that reciprocal relations decrease as children grow older, suggesting that their math achievement relies less on EF and more on prior math knowledge over time. 相似文献