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A Manifesto for Mathematics

Published online by Cambridge University Press:  01 August 2016

Robert Barbour*
Affiliation:
10 Valley View, Bewdley DY12 2JX

Extract

My theme is a Manifesto for Mathematics. What is the nature of a manifesto? It is a statement of intent; a statement of principles. It looks at the current position and sees what needs to be done. The best manifestos do not make detailed promises about what will be done and when in an exact form … for indeed circumstances change. However the principles should be enunciated clearly enough to be aware of what directions will be set. Manifestos are also compromises. In Wales, I am trying to get groups together to agree a way forward to put to the Welsh Assembly Government for mathematics. I am sure that my more idiosyncratic views will be well hidden. However this morning no such constraints face me, and my manifesto will be very much a personal statement of what I see to be the current position and the correct way forward. Please do not see this as an official view!

Type
Articles
Copyright
Copyright © The Mathematical Association 2009

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References

1. Smith, Adrian, Making Mathematics Count. The report of the Smith enquiry into post-14 mathematics education (2004). www.mathsinquiry.org.uk/report/ Google Scholar
2. DfES, Mathematics for ages 516 (July 1988).Google Scholar
3. Newman, J. H., The idea of a university, Yale University Press (1996).Google Scholar
4. Cockcroft, W. H., Mathematics counts (1982).Google Scholar
5. Gardiner, Tony, Why mathematics has to be taught, Mathematics in School, (March 2009) 38 (2), p. 2.Google Scholar
6. Littlewood, J. E., A mathematician's miscellany, Cambridge University Press (1986).Google Scholar
7. Royal Society/JMC Working Group, Teaching and learning algebra pre-19 (year).Google Scholar
8. Kieran, C., The changing face of school algebra, (invited lecture ICME 8, Seville, Spain) (1996).Google Scholar
9. Tall, David and Foster, Robin, Can all children climb the same curriculum ladder?, Mathematics in School, (May 1996) 25 (8), pp. 812.Google Scholar
10. Arcavi, A., Symbol sense: the informal sense-making in formal mathematics. For the Learning of Mathematics 14 (3) (1994) pp. 2435.Google Scholar
11. Hardy, G. H., A mathematician's apology, (Cambridge University Press) 1940.Google Scholar
12. Ofsted, Evaluating mathematics provision for 14–19 year-olds (May 2004).Google Scholar
13. Prestage, Stephanie and Perks, Pat, Adopting and extending secondary mathematics activities: New tasks for old (David Fulton) 2001.Google Scholar
14. Bevan, Robin, When the textbook exercise doesn't meet your needs, Mathematics in School (May 2004) 33 (3), p. 5.Google Scholar