
I have 20 years experience in maths education. I completed my DPhil in Mathematics Education at the University of Oxford in 2007. My research was centred on how Variation Theory could be used in the teaching and learning of algebra. I continued as a post-doctoral researcher and taught on the Oxford PGCE course.
I have given workshops in the UK, US, Sweden, and Australia. My teaching career has included working in a variety of schools, ranging from London comprehensives, to highly selective New York private schools, to an international school in Asia. The classes I taught have varied in composition from small homogeneous groups to large mixed groups, and from Year 5 to Year 13.
My teaching and research experiences have given me the opportunity to spend a considerable length of time in mathematics classrooms observing many teachers and students. In all settings I specialised in offering support and enrichment to staff using both concept-based and inquiry-based teaching approaches.
I consider myself to be a practitioner/researcher, combining both theoretical and practical knowledge, and using one perspective to test the ideas offered in the other.
Qualifications
- DPhil (PhD) Mathematics Education – University of Oxford, UK
- MSc Educational Research Methodology – University of Oxford, UK
- MSc Mathematical Modelling, Imperial College London, UK
- PGCE (teaching certificate) Mathematics, University of Oxford, UK
- BSc Pure Mathematics, Imperial College London, UK
Experience
- Teacher of Mathematics, Haberdashers’ Adams, Sep 2024 – Aug 2026
- Associate Lecturer, The Open University, Sep 2022 – present
- Teacher of Mathematics, Tute Education, Apr 2023 – Aug 2024
- Teacher of Mathematics, Burton Borough School, Sep 2018 – Aug 2020
- Teacher of Mathematics, Mary Mcdowell Friends School, Brooklyn, NY, Aug 2011 – May 2018
- Mathematics Department Chair, The Chapin School, New York, Aug 2010 – Aug 2011
- Teacher of Mathematics, Saint Ann’s School, Brooklyn, NY, Oct 2009 – Aug 2010
Research
- Opportunities for learning: the use of variation to analyse examples of a paradigm shift in teaching primary mathematics in England
- Can a proof and a counterexample coexist? Students’ conceptions about the relationship between proof and refutation
- The deliberate use of variation to teach algebra: A realistic variation study
- Exchange systematicity: interactional dynamics of variation in mathematics lessons
