Infinity Journal Volume 15 Issue 3 (August 2026) has been available online since June 30, 2026, for the regular issue of August 2026. All articles in this issue (14 research articles) cover 57 authors from 8 countries of origin (Australia, China, Ecuador, Indonesia, Japan, Malaysia, Mexico, and Slovakia).
DOI: https://doi.org/10.22460/infinity.v15i3
Published: 2026-08-01
Articles
Students’ mathematical problem-solving processes based on learning styles: An APOS theory and Newman’s error analysis perspective
643-670 Pages
Is maths really a ‘difficult’ subject for learners in Indonesia?: A case study at Tara Salvia junior high school
671-698 Pages
Mathematics anxiety, achievement, and gender among secondary school students in Kota Kinabalu, Sabah
699-716 Pages
Development of ARGEONET integrated with metaverse and M6 learning model to enhance students’ mathematical critical thinking skills
717-756 Pages
Profiles of K–12 mathematics teachers’ innovative behavior: A latent profile analysis
757-772 Pages
Exploring the nature of mathematical connections in pre-university students’ triangle similarity tasks
773-786 Pages
The efficacy of sketching techniques as a visual scaffolding tool for enhancing mathematical word problem-solving among lower primary students
787-800 Pages
Mediating role of teacher numeracy in shaping conceptual mathematics teaching perceptions: Evidence from early elementary teachers
801-830 Pages
Fostering methodological reasoning in pre-service mathematics teachers: A hypothetical learning trajectory for quasi-experimental design
831-862 Pages
Teachers' perceptions of student learning during educational role-playing game instruction: A phenomenographic study of grades 7–9 mathematics teachers
863-882 Pages
AI-supported neuroeducational methodologies and logical-mathematical thinking in teacher training
883-900 Pages
Integrating augmented reality and local wisdom in teaching exponents: A strategy to improve students’ mathematical literacy
901-920 Pages
Measuring teachers' beliefs about mathematics teaching: A Rasch analysis of a deep learning approach
921-940 Pages
Cascading cognitive failures in geometric proof construction: A qualitative study of prospective mathematics teachers
941-970 Pages