Background: The transition from primary to secondary school presents a challenging developmental milestone which often marks a decline in academic performance. Social-emotional skills are recognized as fundamental to academic success but longitudinal research is needed to determine the extent of their association over this transition period. Aim:…

Problem-solving competency is crucial for social development, especially in complex environments. In mathematics education, problem-solving enhances logic, creativity, and analytical skills, contributing to societal progress. This article identified quantitative information about important publications, authors, resources, and research trends on…

Background/purpose: Although mathematical representation ability is a significant ability and an interesting topic to study, quite a few researchers have studied this ability, and even fewer have examined it through the implementation of epistemic learning patterns based on problem-solving. In fact, this learning pattern is epistemic and makes…

Prior short-term studies have shown the effectiveness of worked examples and self-explanation prompts in improving elementary students' mathematics knowledge. However, year-long classroom-based interventions have been tested only with older students. The purpose of the current study was to explore the effectiveness of a year-long classroom…

Computational thinking, a critical cognitive process from computer science, has gained prominent role in various academic domains, particularly mathematics. It involves problem decomposition, pattern recognition, algorithmic thinking, and abstraction. While previous studies have extensively explored computational thinking at the primary and…

Mathematics skills are crucial in the current job market; however, many students with disabilities are graduating high school with limited mathematics knowledge and skills. Mathematics skills are fundamental for navigating the complexities of everyday life after high school, extending their importance beyond the workplace to community engagement.…

This paper investigates the connection between the spiral teaching method and mathematical rigor in K-12 education. Defining rigor as a balanced integration of conceptual understanding, application, and procedural fluency (contrasting it with rote learning), the paper posits that the spiral approach cultivates this rigor. By revisiting…

This meta-analysis study evaluates the effectiveness of research and development (R&D) of Android-based educational games in enhancing students' mathematical reasoning and its moderating factors. From 13 primary studies that met the inclusion criteria, analysis using R Studio (Meta Package) and the Random Effects Model (REM) showed an overall…

Math achievement is one of the strongest predictors of long-term student success--influencing graduation rates, college enrollment, career readiness, and future earnings. Yet too many students today lack access to rigorous, well-designed math instruction. Without a clear definition of what constitutes high-quality instructional materials (HQIM),…

As a Canadian mathematics educator, I have a vested interest in Canadian mathematics education matters. After all, to me, Canadian mathematics education matters. It should come as no surprise then that I have followed the most recent debate over the teaching and learning of mathematics here in Canada for the past decade. The problem, at least for…

This study examined maternal support of children's math learning at 36 months (n = 140) as a mediator of the association between early childhood family income and children's counting and calculation skills at 4½ and 6-7 years. Family income was associated with this measure of children's math school readiness, but the association was almost…

Purpose: This study aims to describe how creative thinking ability could be improved through correcting the thinking schemata using cool-critical-creative-meaningful (3CM) learning model. Design/methodology/approach: This study implemented mixed methods with explanatory sequential, which means a study that was conducted by collecting quantitative…

We examine a hypothesis implied by Steffe's constructivist model of children's numerical reasoning: a child's "spontaneous" additive strategy may relate to a foundational form of multiplicative reasoning, termed multiplicative double counting (mDC). To this end, we mix quantitative and qualitative analyses of 31 fourth graders' responses…

Two potentially impactful conceptions of mathematics and mathematics teaching, teachers' implicit theories (i.e., mindset) toward intelligence and mathematical ability, have not been well examined in the literature. This study established baseline characteristics for these constructs across grades K-12 teachers through a survey of background and…

The aim of the study was to investigate the noticing skills of prospective teachers and teachers at schools. The study adopted the case study design. The participants of the study were selected voluntary basis via criterion sampling method, and were composed of 12 student teachers of Mathematics at the Elementary Mathematics Teaching program of a…