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Competitions for Young Mathematicians

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Cover of 'Competitions for Young Mathematicians'

Table of Contents

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    Book Overview
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    Chapter 1 Goals of Mathematics Instruction: Seven Thoughts and Seven Illustrations of Means
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    Chapter 2 From a Mathematical Situation to a Problem
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    Chapter 3 Techniques for Solving Problems of Plane Geometry
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    Chapter 4 Arrangements and Transformations of Numbers on a Circle: An Essay Inspired by Problems of Mathematics Competitions
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    Chapter 5 Combinatorial Problems in the Mathematical Olympiad of Central America and the Caribbean
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    Chapter 6 The Rainbow of Mathematics—Teaching the Complete Spectrum and the Role Mathematics Competitions Can Play
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    Chapter 7 Competition Aims to Develop Flexibility in the Classroom
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    Chapter 8 Discovering, Development, and Manifestation of Mathematical Talent
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    Chapter 9 International Mathematical Tournament of Towns
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    Chapter 10 Madhava Mathematics Competition—A Recent Initiative in India
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    Chapter 11 From the Lifetime Experience of a Seasoned Math Educator—Thoughts, Hopes, Views and Impressions
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    Chapter 12 Future Directions for Research in Mathematics Competitions
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    Chapter 13 Are Mathematics Competitions Changing the Mathematics that Is Being Done and the Way Mathematics Is Done?
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    Chapter 14 Classic Conjectures Allow Young Mathematicians to Commence Research
Attention for Chapter 6: The Rainbow of Mathematics—Teaching the Complete Spectrum and the Role Mathematics Competitions Can Play
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Chapter title
The Rainbow of Mathematics—Teaching the Complete Spectrum and the Role Mathematics Competitions Can Play
Chapter number 6
Book title
Competitions for Young Mathematicians
Published by
Springer, Cham, January 2017
DOI 10.1007/978-3-319-56585-9_6
Book ISBNs
978-3-31-956584-2, 978-3-31-956585-9
Authors

Robert Geretschläger

View on publisher site

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