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Type of publication:Article
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TitleO nadprirodzenej korytnačke, magických štvorcoch a kockách
English TitleOn a Divine Turtle, Magic Squares and Cubes
MESC
Bibtex cite ID
Journal Obzory matematiky, fyziky a informatiky
Year published 2000
Volume 29
Number 4
Pages 21-34
ISSN 1335-4981
Abstract
Magic squares belong to the oldest mathematical amusements. A magic square is a square array of integers in which the numbers in rows, columns, and diagonals have the same sums respectively. Its natural generalization yields to a magic cube. Magic squares have played various roles in the mathematics classroom: as a motivational device, as a problem-solving venture, and as an alternative way to review content. Magic squares can be used to formulate interesting problems which can be solved in terms of computers therefore they are a good device for introducing computers to children. In this paper we formulate several problems related to magic squares and cubes and establish a simple algorithm for their constructions.
Authors
Semanišinová, Ingrid
Trenkler, Marián
Topics
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RISRIS
Total mark: 5
Cited by: Frobisher, Leonard, Kopka, Jan and Trenkler, Marián, Skúmanie v školskej matematike – Magický štvorec a mobilný telefón, in: Obzory matematiky, fyziky a informatiky, volume 36, number 1, pages 6-14, ISSN 1335-4981, 2007.
Trenkler, Marián, Súčinové magické štvorce a kocky, in: Obzory matematiky, fyziky a informatiky, volume 31, number 1, pages 9-16, ISSN 1335-4981, 2002.

Cite: Trenkler, Marián, Konštrukcia magických p-rozmerných kociek, in: Obzory matematiky, fyziky a informatiky, volume 29, number 2, pages 19-29, ISSN 1335-4981, 2000.
Trenkler, Marián, Magické hviezdy, in: Obzory matematiky, fyziky a informatiky, volume 27, number 51, pages 1-7, ISSN 1335-4981, 1998.

  Based on Aigaion, modifications MD© 2007