Informative tools for characterizing individual differences in learning: Latent class, latent profile, and latent transition analysis

M Hickendorff, PA Edelsbrunner, J McMullen… - Learning and Individual …, 2018 - Elsevier
This article gives an introduction to latent class, latent profile, and latent transition models for
researchers interested in investigating individual differences in learning and development …

Mathematics anxiety and working memory: Longitudinal associations with mathematical performance in Chinese children

BHH Ching - Contemporary Educational Psychology, 2017 - Elsevier
The link between mathematics anxiety and mathematical performance in young children
remains inconclusive. The present study examined the longitudinal associations between …

Examining the reciprocal relations of mathematics anxiety to quantitative reasoning and number knowledge in Chinese children

BHH Ching, KHC Kong, HX Wu, TT Chen - Contemporary Educational …, 2020 - Elsevier
This study aimed to examine the longitudinal relations of mathematics anxiety to quantitative
reasoning and number knowledge in Chinese children. Three hundred and sixteen 6-year …

Conceptual knowledge of the associativity principle: A review of the literature and an agenda for future research

J Eaves, C Gilmore, N Attridge - Trends in Neuroscience and Education, 2021 - Elsevier
Individuals use diverse strategies to solve mathematical problems, which can reflect their
knowledge of arithmetic principles and predict mathematical expertise. For example,'6+ 38 …

How are spatial ability and math related? The mediating roles of numerical magnitude knowledge, understanding of arithmetic operations, and word-problem …

COY Leung, TTY Wong - Journal of Educational Psychology, 2023 - psycnet.apa.org
The current study investigated the relation between spatial ability and children's math
performance, as well as the potential mechanisms underlying this relation including …

Development of children's informal understanding of division through sharing: Contributions of reasoning demands and problem situations

BHH Ching, KHC Kong - Early Childhood Research Quarterly, 2022 - Elsevier
This study examined the longitudinal development of young children's informal
understanding of division through fair sharing. Two hundred and twelve children were …

Inhibitory control and visuospatial working memory contribute to 5-year-old children's use of quantitative inversion

BHH Ching - Learning and Instruction, 2023 - Elsevier
This study examined the hypothesis that general cognitive resources moderated 5-year-old
children's performance differences between the Concrete Identical and the Pure Quantity …

Early fraction relational reasoning uniquely predicts later algebraic thinking in children: A longitudinal study

BHH Ching, XY Li - Contemporary Educational Psychology, 2024 - Elsevier
The association between children's fraction relational reasoning and their algebraic thinking
has not been explored longitudinally. This study used incremental importance analysis and …

Concreteness fading fosters children's understanding of the inversion concept in addition and subtraction

BHH Ching, X Wu - Learning and Instruction, 2019 - Elsevier
This study examined the effectiveness of various instructional strategies that aimed to
enhance children's understanding of the inversion concept. One hundred and forty …

Young children's knowledge of fair sharing as an informal basis for understanding division: A latent profile analysis

BHH Ching, HX Wu - Learning and Instruction, 2021 - Elsevier
This study examined patterns of individual differences in young children's early
understanding of division. Two hundred and thirty-seven 5-and 6-year-old children …