Anghileri, Julia. ‘Chapter 4: Addition and Subtraction’. Teaching Number Sense. 2nd ed. London: Continuum, 2006. 49–70. Web. <https://contentstore.cla.co.uk/secure/link?id=e0ba78cc-2342-e711-80cb-005056af4099>.
---. ‘Chapter 5: Developing Multiplicative Thinking’. Developing Number Sense: Progression in the Middle Years. London: Continuum, 2007. 71–93. Web. <https://contentstore.cla.co.uk/secure/link?id=7784ef31-2442-e711-80cb-005056af4099>.
Askew, Mike. ‘Chapter 2: Thinking about Learning’. Transforming Primary Mathematics: Understanding Classroom Tasks, Tools and Talk. Updated and revised edition. London: Routledge, 2016. 13–29. Web. <http://www.tandfebooks.com/isbn/9781315667256>.
Barmby, P. et al. ‘Data Handling’. Primary Mathematics: Teaching for Understanding. Maidenhead: Open University Press, 2009. Web. <https://contentstore.cla.co.uk/secure/link?id=e1da47f6-6d1b-e711-80c9-005056af4099>.
Barmby, Patrick et al. ‘The Array Representation and Primary Children’s Understanding and Reasoning in Multiplication’. Educational Studies in Mathematics 70.3 (2009): 217–241. Web.
Carruthers, E., and M. Worthington. ‘Young Children Exploring Early Calculation’. Mathematics teaching 187 (2004): 30–34. Web. <https://contentstore.cla.co.uk/secure/link?id=a49723d6-6d1b-e711-80c9-005056af4099>.
Cotton, Tony. ‘Chapter 7: Understanding Shape’. Understanding and Teaching Primary Mathematics. 2nd ed. London: Routledge, 2014. Web. <https://ebookcentral.proquest.com/lib/ucl/reader.action?docID=1682971&ppg=149>.
---. Understanding and Teaching Primary Mathematics. Third ed. Abingdon, Oxon: Routledge, 2016. Print.
English, Richard. ‘Chapter 6: Arithmetic with Fractions, Decimals, Percentages and Ratios’. Teaching Arithmetic in Primary Schools. Transforming primary QTS. Los Angeles: SAGE, 2013. 89–115. Web. <https://contentstore.cla.co.uk/secure/link?id=0579766d-33e2-ea11-80cd-005056af4099>.
‘Five Myths of Mastery in Mathematics’. n. pag. Web. <https://matrixmathshub.co.uk/wp-content/uploads/2022/12/NAMA-Five-Myths-of-Mastery-in-Mathematics.pdf>.
Fox, Sue, and Liz Surtees. ‘Chapter 6: Mathematics and Historical and Geographical Understanding’. Mathematics across the Curriculum: Problem-Solving, Reasoning, and Numeracy in Primary Schools. London: Continuum, 2010. 86–94. Web. <https://contentstore.cla.co.uk/secure/link?id=d5673e4b-6e1b-e711-80c9-005056af4099>.
Gifford, Susan. ‘Chapter 8: Number’. Teaching Mathematics 3-5: Developing Learning in the Foundation Stage. Maidenhead: Open UP, 2005. 77–103. Web. <https://ebookcentral.proquest.com/lib/ucl/detail.action?docID=287879>.
---. Teaching Mathematics 3-5: Developing Learning in the Foundation Stage. Maidenhead: Open UP, 2005. Web. <https://ebookcentral.proquest.com/lib/ucl/detail.action?docID=287879>.
Hansen, Alice. ‘Chapter 2: Errors and Misconceptions: The Teacher’s Role’. Children’s Errors in Mathematics. 3rd edition. Transforming primary QTS. Thousand Oaks, Calif: SAGE Publications, 2014. 11–20. Web. <https://contentstore.cla.co.uk/secure/link?id=bf20a351-6e1b-e711-80c9-005056af4099>.
---. ‘Number: Fractions, Decimals and Percentages’. Children’s Errors in Mathematics. 3rd edition. Transforming primary QTS. Thousand Oaks, Calif: SAGE Publications, 2014. Print.
Haylock, D., and R. Manning. ‘Chapter 4: Key Processes in Mathematical Reasoning’. Mathematics Explained for Primary Teachers. 5th edition. London: SAGE Publications, 2014. 37–49. Web. <https://contentstore.cla.co.uk/secure/link?id=1a1d5558-6e1b-e711-80c9-005056af4099>.
---. ‘Chapter 5: Modelling and Problem Solving’. Mathematics Explained for Primary Teachers. 5th edition. London: SAGE Publications, 2014. 52–61. Web. <https://contentstore.cla.co.uk/secure/link?id=1b1d5558-6e1b-e711-80c9-005056af4099>.
Haylock, Derek. Student Workbook for Mathematics Explained for Primary Teachers. [2nd ed.]. Los Angeles: SAGE, 2014. Print.
Haylock, Derek, and Anne Cockburn. Understanding Mathematics for Young Children: A Guide for Teachers of Children 3-7. Fifth edition. London: SAGE, 2017. Web. <https://app.kortext.com/Shibboleth.sso/Login?entityID=https://shib-idp.ucl.ac.uk/shibboleth&amp;target=https://app.kortext.com/borrow/284700>.
Haylock, Derek, and Ralph Manning. Mathematics Explained for Primary Teachers. 6th edition. London: SAGE Publications, 2019. Print.
---. Mathematics Explained for Primary Teachers. 5th edition. London: SAGE Publications, 2019. Print.
Haylock, Derek, and Fiona Thangata. ‘Questioning’. Key Concepts in Teaching Primary Mathematics. SAGE key concepts. London: SAGE, 2007. 155–162. Web. <https://sk.sagepub.com/books/key-concepts-in-teaching-primary-mathematics/n38.xml>.
Hughes, Martin. ‘Chapter 4: What’s so Hard about Two and Two?’ Children and Number: Difficulties in Learning Mathematics. Oxford: Basil Blackwell, 1986. 37–52. Web. <https://contentstore.cla.co.uk/secure/link?id=f048b80f-6e1b-e711-80c9-005056af4099>.
Kerslake, D. ‘Visual Mathematics’. Mathematics in school 8 34–35. Web. <https://contentstore.cla.co.uk/secure/link?id=f8f450dc-6d1b-e711-80c9-005056af4099>.
Killen, Paul, and Sarah Hindhaugh. ‘Making Sum Sense’. How Big Is a Big Number? : Learning to Teach Mathematics in the Primary School. N.p., 2018. Web. <https://contentstore.cla.co.uk/secure/link?id=8438e990-80d3-e811-80cd-005056af4099>.
Maulfry Worthington, and Elizabeth Carruthers. ‘Research Uncovers Children’s Creative Mathematical Thinking’. Primary Mathematics (Mathematics Association). 7.3 (2003): 21–25. Web. <https://www.childrens-mathematics.net/our-publications-1/>.
Nunes, T. et al. ‘Fractions: Difficult but Crucial in Mathematics Learning’. 2006. Web. <https://primarysite-prod-sorted.s3.amazonaws.com/stavertonwilts/UploadedDocument/9c7dd42517224ac3a064a585209fab36/fractions.pdf>.
Plunkett, S. ‘Decomposition and All That Rot’. Mathematics in school 8 2–5. Web. <https://contentstore.cla.co.uk/secure/link?id=f9f450dc-6d1b-e711-80c9-005056af4099>.
Richard R. Skemp. ‘Relational Understanding and Instrumental Understanding’. Mathematics Teaching in the Middle School 12.2 (2006): 88–95. Web. <http://www.jstor.org/stable/41182357?seq=1#page_scan_tab_contents>.
Rickard, C. ‘Data Handling’. Primary Mathematics for Trainee Teachers. Transforming primary QTS. Los Angeles: SAGE, 2014. 139–156. Web. <https://contentstore.cla.co.uk/secure/link?id=32ffa129-b846-e711-80cb-005056af4099>.
Ryan, Julie, and Julian Williams. ‘Chapter 2: Learning from Errors and Misconceptions’. Children’s Mathematics 4-15: Learning from Errors and Misconceptions. Maidenhead: Open University P., 2007. 13–30. Web. <https://contentstore.cla.co.uk/secure/link?id=dfda47f6-6d1b-e711-80c9-005056af4099>.
Suggate, Jennifer, Andrew Davis, and Maria Goulding. Mathematical Knowledge for Primary Teachers (5th Edition). 4th ed. London: Routledge, 2017. Print.
Thompson, I. ‘Deconstructing Calculation Methods, Part 2: Subtraction’. Mathematics teaching 204 (2007): 6–8. Web. <https://contentstore.cla.co.uk/secure/link?id=a69723d6-6d1b-e711-80c9-005056af4099>.
---. ‘Deconstructing Calculation, Part 1: Addition’. Mathematics teaching 202 (2007): 14–15. Web. <https://contentstore.cla.co.uk/secure/link?id=a59723d6-6d1b-e711-80c9-005056af4099>.
Thompson, Ian. ‘Chapter 12. Getting Your Head around Mental Calculation’. Issues in Teaching Numeracy in Primary Schools. 2nd ed. Maidenhead: Open University Press, 2010. 97–103. Web. <http://www.vlebooks.com/vleweb/product/openreader?id=UCL&amp;isbn=9780335241545>.
van Hiele, Pierre M. ‘Developing Geometric Thinking through Activities That Begin with Play’. Teaching Children Mathematics 5.6 310–16. Web. <https://search.proquest.com/docview/62490164?rfr_id=info%3Axri%2Fsid%3Aprimo>.
‘Working with Luke’. N.p., n.d. Web. <http://nrich.maths.org/6688>.