Writing-related activities have long been identified as supporting students' mathematics mastery and overall math success (Bahls, 2012). To further understand student experiences using writing in college math coursework, the present mixed-methods study explored the perceptions of a group of students (N = 55) in Multivariate Calculus who…

Children are having fewer embodied social interactions outside (Haidt, 2024). Thus, there is a need to create embodied activities that turn students' attention to each other and nature (Barwell et al., 2022) and that build from their interests (Frankenstein & Powell, 2023). Using a socio-ecological framework that centers on relationships among…

This research was conducted to examine the views of preschool teachers regarding out-of-school learning environments for mathematics activities and their usage of these environments. The research was conducted out using a phenomenological design, one of the qualitative research methods. The study group consisted of 42 preschool teachers working in…

As online spaces for mathematics content and lesson plans become more accessible, teachers are exploring these websites to make decisions about instructional materials for their courses. These resources then have an impact on what is enacted in the classroom and what opportunities students have to learn mathematics. One of the most popular online…

Research has well documented the opportunities and benefits of connecting mathematics instruction with children's literature. One approach to achieving this is through stories that weave mathematical content into creative and engaging narratives. This paper examines the K-2 Mathical Book Prize winners and honorees as texts with significant…

Although cognitive and environmental factors are both vital in shaping young children's math abilities, a comprehensive integration of these domains is necessary to understand fully how these interconnected influences related children's math abilities. Especially the executive function (EF), home and school environment are the most primary factors…

This new volume of the Association of Mathematics Teacher Educators (AMTE) Professional Book Series provides mathematics teacher educators practical ideas of how to build community to center conversations and action on equity and justice in mathematics teacher education. This 24-case collection of experiences from mathematics teacher educators…

Relations of reading and math skills are well-documented. Using open randomized reading intervention data, we examined a reading intervention's impact on math fluency and problem-solving as well as the mechanisms of reading intervention's relation to math fluency. Twenty-eight teachers and 511 first-grade students (82% White, 6% Hispanic, 53%…

Achieving proficiency in fundamental differential calculus concepts remains a persistent challenge for grade 12 students, raising concerns among mathematics teachers and policymakers. Despite the widely acknowledged applications of differential calculus across diverse disciplines, global examination diagnostic reports consistently highlight…

Background/purpose. One of the current problems facing mathematics students, graduates in mathematics, and engineering is the disconnection between the meanings, symbolic representations, and graphics of derivatives when solving problems, which hinders their understanding. This article analyzes engineering students' understanding activated by…

This study explored the connection between mathematics anxiety and spatial reasoning, examining potential mediating and moderating effects of spatial anxiety, as well as the roles of grade level and gender. A cross-sectional survey was conducted with 477 elementary school students in Jakarta, selected through convenience sampling. Participants…

Mathematics education emphasizes Higher-Order Thinking Skills (HOTS) to enhance students' problem-solving and analytical reasoning. However, students often struggle with HOTS-based mathematical tasks, and the cognitive mechanisms underlying these challenges remain unclear. This experimental study employs electroencephalography (EEG) to investigate…

Fractal Geometry (GF) comprises problems characterized by having particular geometric and analytical properties based on the concept of self-similarity. Fractals constitute a breaking point in relation to classical Geometry. In addition, many natural phenomena exhibit fractal features, leading to several useful practical applications. In spite of…

This study examines factors shaping teachers' instructions of mathematical proof in Singapore. Using a qualitative case study, two teachers' conceptions, beliefs, and challenges were analysed. Findings reveal reliance on empirical and axiomatic proof schemes, shaping instruction. Teachers faced challenges such as limited curriculum emphasis and…

This paper reports three mathematics leaders' reflective accounts of leadership involving working with teachers in primary classrooms. A "nutshell" of each leader's interview is presented in sections: leading change, knowledge creation and relationship building. Similarities and differences in their leadership are described in terms of…