دانلود کتاب The Mathematics of Various Entertaining Subjects: Research in Games, Graphs, Counting, and Complexity, Volume 2

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Contents\nForeword\nPreface and Acknowledgments\nPART I. PUZZLES AND BRAINTEASERS\n1. The Cyclic Prisoners\n2. Dragons and Kasha\n3. The History and Future of Logic Puzzles 23 Jason Rosenhouse\n4. The Tower of Hanoi for Humans\n5. Frenicle’s 880 Magic Squares\nPART II GEOMETRY AND TOPOLOGY\n6. A Triangle Has Eight Vertices But Only One Center\n7. Enumeration of Solutions to Gardner’s Paper Cutting and Folding Problem\n8. The Color Cubes Puzzle with Two and Three Colors\n9. Tangled Tangles\nPART III GRAPH THEORY\n10. Making Walks Count: From Silent Circles to Hamiltonian Cycles\n11. Duels, Truels, Gruels, and Survival of the Unfittest\n12. Trees, Trees, So Many Trees\n13. Crossing Numbers of Complete Graphs\nPART IV GAMES OF CHANCE\n14. Numerically Balanced Dice\n15. A TROUBLE-some Simulation\n16. A Sequence Game on a Roulette Wheel\nPART V COMPUTATIONAL COMPLEXITY\n17. Multinational War Is Hard\n18. Clickomania Is Hard, Even with Two Colors and Columns\n19. Computational Complexity of Arranging Music\nAbout the Editors\nAbout the Contributors\nIndex