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The Best Writing on Mathematics 2018
The Bizarre World of Nontransitive Dice: Games for Two or More Players
edited_book
Author(s):
James Grime
Editor(s):
Mircea Pitici
Publication date:
December 31 2018
Publisher:
Princeton University Press
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There is no author summary for this book yet. Authors can add summaries to their books on ScienceOpen to make them more accessible to a non-specialist audience.
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Environmental, Social, and Governance
Author and book information
Book Chapter
Publication date:
December 31 2018
Pages
: 97-107
DOI:
10.1515/9780691188720-009
SO-VID:
095ebcf2-6c36-4c51-beba-65a8b96d75e1
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Book chapters
pp. i
Frontmatter
pp. i
Front Matter
pp. ix
Introduction
pp. ix
Introduction
pp. vii
Contents
pp. vii
Table of Contents
Illustrations
pp. 1
Mathematics for Human Flourishing
pp. 1
Mathematics for Human Flourishing
pp. 19
How To Play Mathematics
pp. 19
How To Play Mathematics
pp. 33
Beauty Is Not All There Is to Aesthetics in Mathematics
pp. 33
Beauty Is Not All There Is to Aesthetics in Mathematics
pp. 46
The Science of Brute Force
pp. 46
The Science of Brute Force
pp. 67
Computational Thinking in Science
pp. 67
Computational Thinking in Science
pp. 78
Quantum Questions Inspire New Math
pp. 78
Quantum Questions Inspire New Math
pp. 83
Tangled Tangles
pp. 83
Tangled Tangles
pp. 97
The Bizarre World of Nontransitive Dice: Games for Two or More Players
pp. 97
The Bizarre World of Nontransitive Dice:
pp. 108
The Bingo Paradox
pp. 108
The Bingo Paradox
pp. 117
The Sleeping Beauty Controversy
pp. 117
The Sleeping Beauty Controversy
pp. 130
Wigner’s “Unreasonable Effectiveness” in Context
pp. 130
Wigner’s “Unreasonable Effectiveness” in Context
pp. 147
Learning and Teaching Interdisciplinary Modeling
pp. 147
Learning and Teaching Interdisciplinary Modeling
pp. 158
Six Essential Questions for Problem Solving
pp. 158
Six Essential Questions for Problem Solving
pp. 169
What Does Active Learning Mean for Mathematicians?
pp. 169
What Does Active Learning Mean for Mathematicians?
pp. 179
Written in Stone:
pp. 179
Written in Stone: The World’s First Trigonometry Revealed in an Ancient Babylonian Tablet
pp. 185
Quadrivium:
pp. 185
Quadrivium: The Structure of Mathematics as Described in Isidore of Seville’s Etymologies
pp. 197
The World War II Origins of Mathematics Awareness
pp. 197
The World War II Origins of Mathematics Awareness
pp. 205
The Writing Mathematician
pp. 205
The Writing Mathematician
pp. 217
Contributors
pp. 217
Contributors
pp. 227
Notable Writings
pp. 227
Notable Writings
pp. 247
Acknowledgments
pp. 247
Acknowledgments
pp. 249
Credits
pp. 249
Credits
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