Currently browsing: Items authored or edited by John Mason

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2023To Top

Mason, John (2023). Specifying Defining, Generalising and Abstracting Mathematically All Seen as Subtly Different Shifts of Attention. In: Bicudo, Maria Aparecida Viggiani; Czarnocha, Bronislaw; Rosa, Maurício and Marciniak, Małgorzata eds. Ongoing Advancements in Philosophy of Mathematics Education. Cham: Springer International Publishing, pp. 103–124.

2022To Top

Kilhamn, C.; Bråting, K.; Helenius, O. and Mason, J. (2022). Variables in early algebra: exploring didactic potentials in programming activities. ZDM – Mathematics Education, 54(6) pp. 1273–1288.

2021To Top

Zazkis, Rina; Mason, John and Kontorovich, Igor’ (2021). The Learning and Teaching of Number: Paths Less Travelled Through Well-Trodden Terrain. London: Routledge.

2020To Top

Biza, Irene; Hewitt, Dave; Watson, Anne and Mason, John (2020). Generalization Strategies in Finding the nth Term Rule for Simple Quadratic Sequences. International Journal of Science and Mathematics Education, 18(6) pp. 1105–1126.

2019To Top

Mason, John and Zazkis, Rina (2019). Fooled by Rounding. Digital Experiences in Mathematics Education, 5(3) pp. 252–265.

2012To Top

Mason, John (2012). You can lead a horse to water…: issues in deepening learning through deepening teaching. In: Hegedus, Stephen J and Roschelle, Jeremy eds. The SimCalc Vision and Contributions: Democratizing Access to Important Mathematics. Advances in Mathematics Education. Berlin: Springer-Verlag, pp. 403–418.

Scataglini-Belghitar, Giovanna and Mason, John (2012). Establishing appropriate conditions: students learning to apply a theorem. International Journal of Science and Mathematics Education, 10(4) pp. 927–953.

Mason, John (2012). On knowing in mathematics. CULMS Newsletter, 5 pp. 29–39.

Ryve, Andreas; Nilsson, Per and Mason, John (2012). Establishing mathematics for teaching within classroom interactions in teacher education. Educational studies in Mathematics, 81(1) pp. 1–14.

Mason, John (2012). Having good ideas come-to-mind: contemporary Pólya-based advice for students of mathematics. In: Badger, M. S.; Sangwin, C. J.; Hawkes, T. O.; Burn, R. P.; Mason, J. and Pope, S eds. Teaching Problem-Solving in Undergraduate Mathematics. Loughborough: National HE STEM Centre, pp. 33–51.

Jones, Christine and Mason, John (2012). Experiential learning. Mathematics Teaching, 229 pp. 17–20.

Mason, John (2012). 3-D proofs of 2-D theorems. Mathematics Teaching, 229 pp. 38–41.

2011To Top

Mason, John (2011). Noticing: roots and branches. In: Sherin, Miriam Gamoran; Jacobs, Victoria R. and Philipp, Randolph A. eds. Mathematics Teacher Noticing: Seeing Through Teachers’ Eyes. Studies in Mathematical Thinking and Learning. New York: Routledge, pp. 35–50.

2010To Top

Mason, John and De Geest, Els (2010). How an experientially presented labelled-framework approach to professional development at a distance can influence teachers’ practice. In: 34th Conference of the International Group for the Psychology in Mathematics Education (PME), 18-23 Jul 2010, Bela Horizonte, Brazil.

De Geest, E.; Mason, J. and Allen, B. (2010). Using experiential pedagogy in practice-based learning at a distance. In: EDULEARN10: International Conference on Education and New Learning Technologies, 5-7 Jul 2010, Barcelona.

2009To Top

Molina, Marta and Mason, John (2009). Justifications-on-demand as a device to promote shifts of attention associated With relational thinking in elementary arithmetic. Canadian Journal of Science Mathematics and Technology Education, 9(4) pp. 224–242.

Mason, John (2009). Teaching as disciplined enquiry. Teachers and Teaching: Theory and practice, 15(2) pp. 205–223.

Mason, John and Klymchuk, Sergiy (2009). Counter Examples in Calculus. London: Imperial College Press.

Mason, John (2009). From assenting to asserting. In: Skovsmose, Ole; Velero, Paola and Christensen, Ole Ravn eds. University Science and Mathematics Education in Transition. New York, NY, USA: Springer, pp. 17–40.

Mason, John (2009). A study of the movement of attention: the case of a reconstructed calculation. In: Proceedings of MADIF 6, 29-30 Jan 2008, Sweden.

Mason, John; Stephens, Max and Watson, Anne (2009). Appreciating mathematical structure for all. Mathematics Education Research Journal, 21(2) pp. 10–32.

Mason, John and Watson, Anne (2009). The Menousa. For the Learning of Mathematics, 29(2) pp. 33–38.

Mason, John (2009). Being rational about ratio and multiplicative reasoning. In: Being Rational about Ratio and Multiplicative Reasoning, 2009, Northampton Academy.

Mason, John (2009). Questioning to promote reasoning. In: Winchester Mathematics Managers Conference, 2009, Winchester.

Mason, John (2009). Neue Klein Project. In: Neue Klien Project, 2009, Maderia.

Mason, John (2009). Energies of inquiry. In: Agder Seminar, 2009, Kristinasand, Norway.

Mason, John (2009). Outer and inner tasks. In: LBN Konferansen, 2009, Agder, Norway.

Mason, John (2009). What are examples for? What makes them useful? In: MSOR, 2009, Birmingham, UK.

Mason, John (2009). Variation as a pedagogical tool in mathematics. In: Variation as a Pedagogical Tool In Mathematics, 2009, Wits, South Africa.

2006To Top

Mason, John (2006). What makes an example exemplary: Pedagogical and didactical issues in appreciating multiplicative structures. In: Zaskis, Rina and Campbell, Stephen R. eds. Number theory in mathematics education: perspectives and prospects. Mahwah, USA: Lawrence Erlbaum Associates, pp. 41–68.

2005To Top

Watson, Anne and Mason, John (2005). Mathematics as a constructive activity: learners generating examples. Studies in Mathematical Thinking and Learning. Mahwah, New Jersey, USA: Lawrence Erlbaum Associates.

2004To Top

Johnston-Wilder, Susan and Mason, John (2004). Fundamental constructs in mathematics education. Routledge Falmer in association with the Open University.

2002To Top

Mason, John (2002). Reflection in and on practice. In: Kahn, P. and Kyle, J. eds. Effective learning & teaching in mathematics & its applications. London: ILT & Kogan Page, pp. 117–128.

Mason, John and Sutherland, R. (2002). Key aspects of teaching algebra in schools. London, UK: QCA.

Mason, John (2002). Minding your Qs and Rs: effective questioning and responding in the mathematics classroom. In: Haggarty, Linda ed. Aspects of Teaching Secondary Mathematics: perspectives on practice. London, UK: RoutledgeFalmer, pp. 248–258.

Mason, John (2002). Questions about mathematical reasoning and proof in schools. In: Abramsky, J ed. Reasoning, explanation and proof in school mathematics and their place in the intended curriculum : proceedings of the QCA international seminar 4-6 October 2001. London: Qualifications and Curriculum Authority.

2001To Top

Mason, John (2001). Aspects of generalisation and algebra: exploiting children’s power. In: Haggarty, Linda ed. Aspects of teaching secondary mathematics : perspectives on practice. London, UK: RoutledgeFalmer, pp. 105–120.

Mason, John (2001). Modelling Modelling: were is the centre of gravity of-for-when modelling? In: Matos, J. F.; Houston, S.K.; Blum, W. and Carreira, S.P. eds. Modelling and Mathematics Education: ICTMA 9 - Applications in Science and Technology. Horwood Publishing.

1998To Top

Ruffell, Moyra; Mason, John and Allen, Barbara (1998). Studying attitude to mathematics. Educational studies in Mathematics, 35 pp. 1–18.


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