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Book Categories |
Prologue | ||
Preface | ||
Ch. 0 | All Numbers Great and Small | 3 |
Ch. 1 | The Class No is a Field | 15 |
Ch. 2 | The Real and Ordinal Numbers | 23 |
Ch. 3 | The Structure of the Genral Surreal Number | 29 |
Ch. 4 | Algebra and Analysis of Numbers | 39 |
Ch. 5 | Number Theory in the Land of Oz | 45 |
Ch. 6 | The Curious Field On[subscript 2] | 50 |
Appendix to Part Zero | 64 | |
Ch. 7 | Playing Several Games at Once | 71 |
Ch. 8 | Some Games are Already Numbers | 81 |
Ch. 9 | On Games and Numbers | 97 |
Ch. 10 | Simplifying Games | 109 |
Ch. 11 | Impartial Games and the Game of Nim | 122 |
Ch. 12 | How to Lose when you Must | 122 |
Ch. 13 | Animating Functions, Welter's Game and Hackenbush Unrestrained | 153 |
Ch. 14 | How to Play Several Games at Once in a Dozen Different Ways | 173 |
Ch. 15 | Ups, Downs and Bynumbers | 188 |
Ch. 16 | The Long and the Short and the Small | 205 |
Epilogue | 225 | |
Appendix | 229 | |
Index | 235 |
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