All Stories

  1. Interconnectedness and difference between action research and a lesson design study in Shanghai, China
  2. Marking 21 years of Research in Mathematics Education
  3. Learners’ use of domain-specific computer-based feedback to overcome logical circularity in deductive proving in geometry
  4. Task Design Principles for Heuristic Refutation in Dynamic Geometry Environments
  5. Conclusion: Prospects for Developments and Research in Secondary Geometry Education
  6. International Perspectives on Secondary Geometry Education: An Introduction
  7. International Perspectives on the Teaching and Learning of Geometry in Secondary Schools
  8. About the Teaching and Learning of Proof and Proving: Cognitive Issues, Curricular Issues and Beyond
  9. Proof validation and modification in secondary school geometry
  10. Book Review: Approaches to qualitative research in mathematics education: Examples of methodology and methods, edited by Angelika Bikner-Ahsbahs, Christine Knipping, & Norma Presmeg. (2015)
  11. Designing a Web-based Learning Support System for Flow-chart Proving in School Geometry
  12. An Expert Teacher’s Use of Teaching with Variation to Support a Junior Mathematics Teacher’s Professional Learning
  13. Geometry Education, Including the Use of New Technologies: A Survey of Recent Research
  14. Students’ understanding of the structure of deductive proof
  15. Learning to Teach Mathematics in the Secondary School
  16. Recent research on geometry education: an ICME-13 survey team report
  17. Editorial: Re-visioning teaching and learning with technology in mathematics: selected papers from ICTMT12
  18. Research on mathematics teachers as partners in task design
  19. Youngsters Solving Mathematical Problems with Technology
  20. Research on the Teaching and Learning of Geometry
  21. Flow-chart proofs with open problems as scaffolds for learning about geometrical proofs
  22. Teaching Geometrical Theorems in Grade 8 Using the “ Shen Tou ” Method: A Case Study in Shanghai
  23. Students’ Attitudes Towards Mathematics Across Lower Secondary Schools in Shanghai
  24. Reasoning-and-proving in geometry in school mathematics textbooks in Japan
  25. Pre-service primary mathematics teachers' opportunities to learn about school mathematics topics
  26. Interpretations of National Curricula: the case of geometry in textbooks from England and Japan
  27. Patterns of Collaboration: Towards Learning Mathematics in the Era of the Semantic Web
  28. Proof, Proving, and Teacher-Student Interaction: Theories and Contexts
  29. Learning to Teach Mathematics in the Secondary School
  30. Designing Digital Technologies and Learning Activities for Different Geometries
  31. Brian Griffiths (1927–2008) – his pioneering contributions to mathematics and education
  32. Contexts for “pure” mathematics: a framework for analysing A-level mathematics papers
  33. Windows on mathematics education research in mainland China: a thematic review
  34. LEARNERS’ UNDERSTANDING OF THE DEFINITIONS AND HIERARCHICAL CLASSIFICATION OF QUADRILATERALS: TOWARDS A THEORETICAL FRAMING
  35. Book reviews
  36. From evidence‐based practice to practice‐based evidence: the idea of situated generalisation
  37. THE PLACE OF EXPERIMENTAL TASKS IN GEOMETRY TEACHING: LEARNING FROM THE TEXTBOOK DESIGNS OF THE EARLY 20thCENTURY
  38. Co-Learning in the Collaborative Mathematics Classroom
  39. Aspects of Teaching Secondary Mathematics
  40. The Validity and Reliability of OFSTED Judgements of the Quality of Secondary Mathematics Initial Teacher Education Courses
  41. RESEARCH IN MATHEMATICS EDUCATION: SOME ISSUES AND SOME EMERGING INFLUENCES
  42. Situated Ethics in Educational Research
  43. A Critical Analysis of OFSTED Judgements of the Quality of Secondary Mathematics Initial Teacher Education Courses
  44. The student experience of mathematical proof at university level
  45. The Value of Learning Geometry with ICT : Lessons from Innovative Educational Research