References
a
ANTAKI, C. and LEWIS, A. (1986) Mental Mirrors: Metacognition in Social Knowledge and Communication, London, Sage.
ASSOCIATION OF TEACHERS IN COLLEGES AND DEPARTMENTS OF EDUCATION (1967) Teaching Mathematics, London, Association of Teachers in Colleges and Departments of Education.
ASSOCIATION OF TEACHERS OF MATHEMATICS (1967) The Development of Mathematical Activity in Children and the Place of the Problem in this Development, Nelson, Lancashire, Association of Teachers of Mathematics.
AUSTIN, J.L. and HOWSON, A.G. (1979) ‘Language and mathematical education’, Educational studies in mathematics, 10, 3, pp. 161-97.
b
BALL, S.J. (1982) ‘The verification and application of participant observation case study’, in Case study methods 5, ‘Perspectives on case study: Ethnography’, Deakin, University of Deakin Press, pp. 141-64.
BALL, S.J. (1990) ‘Self doubt and soft data: Social and technical trajectories in ethnographic fieldwork’, Qualitative Studies in Education, 3, 2, pp. 157-71.
BANWELL, C.S., SAUNDERS, K.D. and TAHTA, D.S. (1972) Starting Points, Oxford, Oxford University Press.
BARTOLINI-BUSSI, M.G. (1994) ‘Theoretical and empirical approaches to classroom interaction’, in BIEHLER, R., SCHOLTZ, R.W., STRÄSSER, R. and WINKELMANN, B. (Eds) The Didactics of Mathematics as a Scientific Discipline, Dordrecht, Kluwer.
BAUERSFELD, H. (1985) ‘Contributions to a fundamental theory of mathematics learning and teaching’, Invited lecture to Canadian Mathematics Education Congress, Québec.
BAUERSFELD, H. (1994) ‘Theoretical perspectives on interaction in the mathematics classroom’, in BIEHLER, R., SCHOLTZ, R.W., STRÄSSER, R. and WINKELMANN, B. (Eds) The Didactics of Mathematics as a Scientific Discipline, Dordrecht, Kluwer.
BELL, A.W. (1982) ‘Teaching for combined process and content objectives’, Proceedings of the Fourth International Congress on Mathematical Education, Boston, MA, Birkhäuser, pp. 587-90.
BELL, A.W. and BASSFORD, D. (1989) ‘A conflict and investigation teaching method and an individualised learning scheme—a comparative experiment on the teaching of fractions’, in Proceedings of the 13th International Congress on Mathematical Education, Paris, PME, pp. 125-32.
BELL, A.W. and LOVE, E. (1980) Teaching for Combined Process and Content Objectives, Nottingham, Shell Centre for Mathematical Education, University of Nottingham.
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