Journal of the Mathematics Council of the Alberta Teachers’ Association
Volume 27 Issue 3, April 1989
I am very pleased that both AGATE and delta-k are devoting a regular issue to mathematics education for the gifted and talented and honored to have been approached to be the guest editor. I was glad to accept the challenge, despite my lack of experience in the editorial process, because I feel strongly about the need for such an issue.
I want to emphasize that this issue is of interest not only to those involved in mathematics education for the gifted and talented. Alberta’s mathematics curriculum is primarily content-oriented and mathematics teachers should find Doris Schattschneider’s article of great value. It is a masterful exposition on one example of very useful techniques which apply across the whole spectrum of mathematics.
The mathematics curriculum is also heavily utilitarian. Teachers of the gifted and talented will enjoy Kathy Jones’ article which highlights the aesthetic aspects of mathematics. Tony Gardiner’s article raises the important questions of the definition of the gifted and talented and of the role of the classroom teacher in their mathematics education. Such students should study Mogens Esrom Larsen’s article, a beautiful example of the inspiration and perspiration needed to tackle a difficult problem. Jan van de Craats’ article urges teachers not to overlook the social needs of exceptional students.
I am grateful to The Alberta Teachers’ Association for getting me involved in this special project, which I hope the rank and file will find worthwhile, and to my friends and colleagues for sharing their valuable experience and insight on a very important education issue of today.
Andy Liu
1 – 4
5
Andy Liu
6 – 11
Doris Schattschneider
12 – 23
The Psycho-Aesthetics of Combinatorial Sets
Kathy Jones
24 – 29
It All Depends What You Mean By…
Anthony Gardiner
30 – 36
There Are No Holes Inside a Diamond
Mogens Esrom Larsen
37 – 38
Some Thoughts on Mathematical Olympiads
Jan van de Craats
39 – 40
Appendix I: Supplementary Problems
Edited by Andy Liu
41 – 54
Appendix II: High School Mathematics Competitions in Alberta
Edited by Andy Liu
55 – 83
Appendix III: A Selected Bibliography on Popular Mathematics
Edited by Andy Liu
84 – 87
Appendix IV: A Selection of Resource Material
Edited by Andy Liu
88 – 105
Appendix V: Answers and Solutions
Edited by Andy Liu
106