Abstract
The following text was prepared for the Begle Memorial Series on Research in Mathematics Education of the IV ICME Congress at Berkeley in August 1980. Several sessions of this series were devoted to Begle's1 last book Critical Variables in Mathematics Education, and I was asked to discuss one of its chapters. However, in my view, the more interesting questions Begle's survey raises concern basic problems related to the study as a whole, though these may be identified in each of its parts. Therefore, I have divided my text into two parts: the first sticks more closely to the chapter on curriculum variables which I was to review, and the second is devoted to a more general view on the problems. This procedure may be justified beyond the original purpose: reconstructing one single part of the book may supply a concrete basis for the reflections subsequently explicated and may help in visualizing them.
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References
Begle E. G.: 1969, ‘The role of research in the improvement of mathematics education’, Educational Studies in Mathematics 2, 232–244.
Begle E. G.: 1979, Critical Variables in Mathematics Education, Mathematical Association of America, Washington.
Bobbit J. F.: 1924, How to Make a Curriculum, Houghton Mifflin, New York.
Damerow P., Elwitz U., Keitel C., and Zimmer J.: 1974, Elementarmathematik: Lernen für die Praxis? Ein exemplarischer Versuch der Bestimmung fachüberschreitender Curriculumziele (Elementary Mathematics: Learning for Practice? An Examplary Attempt to Determine Curricular Goals Across the Disciplines), Klett, Stuttgart.
Howson A. G.: 1980, ‘Review of Begle, E. G. (1979) Critical Variables in Mathematics Education, Mathematical Gazette 64, 64–68.
Tyler R. W.: 1969, (29th edn.) Basic Principles of Curriculum and Instruction, University of Chicago Press, Chicago.
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Keitel, C. Curriculum variables, theory and goals: A comment on Begle's Critical Variables in Mathematics Education. Educ Stud Math 13, 257–267 (1982). https://doi.org/10.1007/BF00311244
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DOI: https://doi.org/10.1007/BF00311244