Research and Development in University Mathematics Education
Research and Development in University Mathematics Education
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In this review the editors' collection Research and Development in University Mathematics Education aims squarely at academics and teacher-researchers seeking rigorous, context-aware work on higher education mathematics. Its single biggest reason to buy is the focused international perspective on didactic research at university level, which collects contributions that address teaching, learning and curriculum challenges across disciplines where mathematics is foundational. The book reads as a measured, research-led conversation rather than a quick how-to guide, making it most useful to readers who want evidence-informed perspectives on university mathematics education.
Key Features
- International scope: Chapters gather research from multiple countries, providing comparative insights useful for cross-institutional curriculum development.
- University focus: The content is targeted at higher education contexts, addressing issues relevant to lecturers, program designers and educational researchers.
- Research-led approach: Emphasis on empirical and theoretical studies helps readers connect classroom practice with broader didactic research.
- Interdisciplinary relevance: Discussions link mathematics teaching to fields such as engineering and sciences, showing how university mathematics supports diverse programs.
- Edited volume format: Multiple authors bring a range of methodologies and viewpoints, which is helpful for readers seeking varied approaches within one volume.
Who It's For
The book is well suited to university mathematics teachers, graduate students in mathematics education, and researchers interested in didactics at the tertiary level. Those designing degree programs or courses where mathematics is a core requirement will find the comparative case studies and reflective research valuable for informing curriculum choices.
It is less appropriate for readers looking for elementary textbooks, quick classroom activities, or step-by-step pedagogical manuals. Practicing K-12 teachers seeking classroom lesson plans should look elsewhere, as the emphasis here is on university-level research and implications rather than ready-to-use K-12 materials.
Pros & Cons
Pros
- Well-focused on university contexts, offering targeted research for higher education practitioners.
- Collects diverse international perspectives that aid comparative understanding of mathematics education.
- Connects theory and practice, supporting evidence-informed course and curriculum design.
Cons
- The edited volume format means chapter quality and style vary, which can feel uneven to readers seeking a single coherent voice.
Specifications
| Title | Research and Development in University Mathematics Education |
| Series | European Research in Mathematics Education |
| Editors / Authors | Viviane Durand-Guerrier, Reinhard Hochmuth, Elena Nardi, Carl Winslw |
| Audience | University teachers, researchers, graduate students |
| Scope | International research on university mathematics teaching and learning |
| Focus | Didactic research and curriculum implications for higher education |
Our Verdict
For academics and researchers committed to improving university-level mathematics teaching, this edited volume is a strong, research-driven resource that brings international perspectives together in one place. It is good value for those who want comparative analyses and didactic insights, though readers seeking unified prose or practical K-12 materials should consider alternatives.
Frequently Asked Questions
Is this book suitable for course instructors looking to redesign university modules?
Yes. The research and case studies provide evidence and perspectives that can inform module and curriculum redesign at the university level.
Does the book include practical classroom activities?
Not in a step-by-step sense; the volume focuses on research findings and didactic implications rather than ready-made classroom lesson plans.
Who edited the collection?
The volume is edited by Viviane Durand-Guerrier, Reinhard Hochmuth, Elena Nardi and Carl Winslw.
Editor's Take
This edited volume is a research-driven resource for university mathematics teachers and researchers, offering international and didactic perspectives valuable for curriculum and course design.

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