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The Last Recreations

Overview of attention for book
Cover of 'The Last Recreations'

Table of Contents

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    Book Overview
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    Chapter 1 The Wonders of a Planiverse
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    Chapter 2 Bulgarian Solitaire and Other Seemingly Endless Tasks
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    Chapter 3 Fun with Eggs
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    Chapter 4 Fun with Eggs
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    Chapter 5 The Topology of Knots
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    Chapter 6 M-Pire Maps
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    Chapter 7 Directed Graphs and Cannibals
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    Chapter 8 Dinner Guests, Schoolgirls, and Handcuffed Prisoners
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    Chapter 9 The Monster and Other Sporadic Groups
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    Chapter 10 Taxicab Geometry
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    Chapter 11 The Power of the Pigeonhole
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    Chapter 12 Strong Laws of Small Primes
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    Chapter 13 Checker Recreations
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    Chapter 14 Checker Recreations
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    Chapter 15 Modulo Arithmetic and Hummer’s Wicked Witch
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    Chapter 16 Lavinia Seeks a Room and Other Problems
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    Chapter 17 The Symmetry Creations of Scott Kim
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    Chapter 18 Parabolas
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    Chapter 19 Non-Euclidean Geometry
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    Chapter 20 Voting Mathematics
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    Chapter 21 A Toroidal Paradox and Other Problems
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    Chapter 22 Minimal Steiner Trees
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    Chapter 23 Trivalent Graphs, Snarks, and Boojums
Attention for Chapter 13: Checker Recreations
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