## For an introduction to the Knowledge Quartet see the following:

**Rowland, T., Huckstep, P. and Thwaites, A. (2005) ‘Elementary teachers’ mathematics subject knowledge: the knowledge quartet and the case of Naomi’. ***Journal of Mathematics Teacher Education*** 8(3) pp. 255-281.**

**Rowland, T.** (2014) The Knowledge Quartet: the genesis and application of a framework for analysing mathematics teaching and deepening teachers’ mathematics knowledge. *SISYPHUS Journal of Education*, 1(3), pp. 15-43 [downloadable from here ]

**Rowland, T., Turner, F., Thwaites, A. and Huckstep, P.** (2009) *Developing Primary Mathematics Teaching: reflecting on practice with the Knowledge Quartet*. London: Sage.

## To read about the project associated with this website see:

Weston, T.L., Kleve, B. and Rowland, T. (2013) Developing an online coding manual for the *Knowledge Quartet*: An international project. *Proceedings of the British Society for Research into Learning Mathematics *32(3) pp. 179-84.

## Selected Knowledge Quartet publications:

Weston, T.L. (2018). Using the Knowledge Quartet to support prospective teacher development during methods coursework. In S.E. Kastberg, A.M. Tyminski, A.E. Lischka & W.B. Sanchez (Eds.), *Building support for scholarly practices in mathematics methods.* Charlotte, NC: Information Age Publishing.

Rowland, T., Thwaites, A. and Jared, L. (2015) Triggers of contingency in mathematics teaching. *Research in Mathematics Education *17(2), pp. 74-91 DOI:10.1080/14794802.2015.1018931

Rowland, T., Turner, F. and Thwaites, A. (2014) Research into teacher knowledge: a stimulus for development in teacher education practice. *ZDM: The International Journal on Mathematics Education*, 46(2), pp. 317-328

Rowland, T. (2013) Mathematics teacher knowledge. In P. Andrews and T. Rowland (Eds.) *MasterClass in Mathematics Education: International Perspectives on Teaching and Learning *(pp. 87-98). London, Bloomsbury.

Rowland, T. and Zazkis, R. (2013) Contingency in the mathematics classroom: Opportunities taken and opportunities missed. *Canadian Journal of Science, Mathematics and Technology Education *13(2), pp. 137–153.

Weston, T.L. (2013). Using the *Knowledge Quartet *to quantify mathematical knowledge in teaching: The development of a protocol for initial teacher education. *Research in Mathematics Education, *15(3), pp. 286-302*. *

Rowland, T. (2012) Contrasting knowledge for elementary and secondary mathematics teaching. *For the Learning of Mathematics *32(1), pp. 16-21

Rowland, T., Jared, L. and Thwaites, A. (2011) Secondary mathematics teachers’ content knowledge: the case of Heidi. In M. Pytlak, T. Rowland and E. Swoboda (Eds.) *Proceedings of the Seventh Congress of the European Society for Research in Mathematics Education*, 2827-2837. Rzeszow, Poland: University of Rzeszow.

Turner, F. and Rowland, T. (2011) The Knowledge Quartet as an organising framework for developing and deepening teachers’ mathematics knowledge. In T. Rowland & K. Ruthven (Eds) *Mathematical Knowledge in Teaching *(pp.195-212). London and New York: Springer.

Rowland, T. (2008) ‘The purpose, design and use of examples in the teaching of elementary mathematics.’ *Educational Studies in Mathematics *69(2) pp. 149-163