Wonders of numbers Adventures in mathematics, mind, and meaning

Clifford A. Pickover

Book - 2001

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Subjects
Published
New York : Oxford University 2001.
Language
English
Main Author
Clifford A. Pickover (-)
Item Description
At head of title: Dr. Googol presents.
Physical Description
396 p. : ill. ; 25 cm
Bibliography
Includes bibliographical references and index.
ISBN
9780195157994
9780195133424
  • Part I. Fun Puzzles and Quick Thoughts
  • 1. Attack of the Amateurs
  • 2. Why Don't We Use Roman Numerals Anymore?
  • 3. In a Casino
  • 4. The Ultimate Bible Code
  • 5. How Much Blood?
  • 6. Where Are the Ants?
  • 7. Spidery Math
  • 8. Lost in Hyperspace
  • 9. Along Came a Spider
  • 10. Numbers beyond Imagination
  • 11. Cupid's Arrow
  • 12. Poseidon Arrays
  • 13. Scales of Justice
  • 14. Mystery Squares
  • 15. Quincunx
  • 16. Jerusalem Overdrive
  • 17. The Pipes of Papua
  • 18. The Fractal Society
  • 19. The Triangle Cycle
  • 20. IQ-Block
  • 21. Riffraff
  • 22. Klingon Paths
  • 23. Ouroboros Autophagy
  • 24. Interview with a Number
  • 25. The Dream-Worms of Atlantis
  • 26. Satanic Cycles
  • 27. Persistence
  • 28. Hallucinogenic Highways
  • Part II. Quirky Questions, Lists, and Surveys
  • 29. Why Was the First Woman Mathematician Murdered?
  • 30. What If We Receive Messages from the Stars?
  • 31. A Ranking of the 5 Strangest Mathematicians Who Ever Lived
  • 32. Einstein, Ramanujan, Hawking
  • 33. A Ranking of the 8 Most Influential Female Mathematicians
  • 34. A Ranking of the 5 Saddest Mathematical Scandals
  • 35. The 10 Most Important Unsolved Mathematical Problems
  • 36. A Ranking of the 10 Most Influential Mathematicians Who Ever Lived
  • 37. What Is Godel's Mathematical Proof of the Existence of God?
  • 38. A Ranking of the 10 Most Influential Mathematicians Alive Today
  • 39. A Ranking of the 10 Most Interesting Numbers
  • 40. The Unabomber's 10 Most Mathematical Technical Papers
  • 41. The 10 Mathematical Formulas That Changed the Face of the World
  • 42. The 10 Most Difficult-to-Understand Areas of Mathematics
  • 43. The 10 Strangest Mathematical Titles Ever Published
  • 44. The 15 Most Famous Transcendental Numbers
  • 45. What Is Numerical Obsessive-Compulsive Disorder?
  • 46. Who Is the Number King?
  • 47. What 1 Question Would You Add?
  • 48. Cube Maze
  • Part III. Fiendishly Difficult Digital Delights
  • 49. Hailstone Numbers
  • 50. The Spring of Khosrow Carpet
  • 51. The Omega Prism
  • 52. The Incredible Hunt for Double Smoothly Undulating Integers
  • 53. Alien Snow: A Tour of Checkerboard Worlds
  • 54. Beauty, Symmetry, and Pascal's Triangle
  • 55. Audioactive Decay
  • 56. Dr. Googol's Prime Plaid
  • 57. Saippuakauppias
  • 58. Emordnilap Numbers
  • 59. The Dudley Triangle
  • 60. Mozart Numbers
  • 61. Hyperspace Prisons
  • 62. Triangular Numbers
  • 63. Hexagonal Cats
  • 64. The X-Files Number
  • 65. A Low-Calorie Treat
  • 66. The Hunt for Elusive Squarions
  • 67. Katydid Sequences
  • 68. Pentagonal Pie
  • 69. An A?
  • 70. Humble Bits
  • 71. Mr. Fibonacci's Neighborhood
  • 72. Apocalyptic Numbers
  • 73. The Wonderful Emirp, 1,597
  • 74. The Big Brain of Brahmagupta
  • 75. 1,001 Scheherazades
  • 76. 73,939,133
  • 77. [characters not reproducible]-Numbers from Los Alamos
  • 78. Creator Numbers [characters not reproducible]
  • 79. Princeton Numbers
  • 80. Parasite Numbers
  • 81. Madonna's Number Sequence
  • 82. Apocalyptic Powers
  • 83. The Leviathan Number [characters not reproducible]
  • 84. The Safford Number: 365,365,365,365,365,365
  • 85. The Aliens from Independence Day
  • 86. One Decillion Cheerios
  • 87. Undulation in Monaco
  • 88. The Latest Gossip on Narcissistic Numbers
  • 89. The abcdefghij Problem
  • 90. Grenade Stacking
  • 91. The 450-Pound Problem
  • 92. The Hunt for Primes in Pi
  • 93. Schizophrenic Numbers
  • 94. Perfect, Amicable, and Sublime Numbers
  • 95. Prime Cycles and [characters not reproducible]
  • 96. Cards, Frogs, and Fractal Sequences
  • 97. Fractal Checkers
  • 98. Doughnut Loops
  • 99. Everything You Wanted to Know about Triangles but Were Afraid to Ask
  • 100. Cavern Genesis as a Self-Organizing System
  • 101. Magic Squares, Tesseracts, and Other Oddities
  • 102. Faberge Eggs Synthesis
  • 103. Beauty and Gaussian Rational Numbers
  • 104. A Brief History of Smith Numbers
  • 105. Alien Ice Cream
  • Part IV. The Peruvian Collection
  • 106. The Huascaran Box
  • 107. The Intergalactic Zoo
  • 108. The Lobsterman from Lima
  • 109. The Incan Tablets
  • 110. Chinchilla Overdrive
  • 111. Peruvian Laser Battle
  • 112. The Emerald Gambit
  • 113. Wise Viracocha
  • 114. Zoologic
  • 115. Andromeda Incident
  • 116. Yin or Yang
  • 117. A Knotty Challenge at Tacna
  • 118. An Incident at Chavin de Huantar
  • 119. An Odd Symmetry
  • 120. The Monolith at Madre de Dios
  • 121. Amazon Dissection
  • 122. 3 Weird Problems with 3
  • 123. Zen Archery
  • 124. Treadmills and Gears
  • 125. Anchovy Marriage Test
  • Further Exploring
  • Further Reading
  • About the Author
  • Index
Review by Choice Review

Anyone looking for "quirky" ideas in mathematics will enjoy this book. With the aid of the fanciful Dr. Francis Googol, Pickover (IBM Thomas J. Watson Research Center) asks readers to explore his vast collection of unusual ideas such as X-File numbers, alien snow, parasite numbers, schizophrenic numbers, fractal checkers, and Mozart numbers. "Quirky" trivia are interspersed among the explorations, such as a ranking of the five strangest mathematicians, the five saddest mathematical scandals, the ten most interesting numbers, and an overview of the numerical obsessive-compulsive disorder (and possible cures). After introducing more than a hundred strange mathematical ideas, the author leaves the readers-turned-explorers on their own, supported only by a final chapter on hints/extended explorations, a list of references that documents the source of some of the ideas, and a Web site with the relevant computer code for further exploring the ideas. An index is included, but readers are forewarned that many of the reference terms listed are nonstandard. Like most of the author's other works, this book has potential, is fun, and crosses the border into the strange. Oddly, this latter world is exactly why some people study mathematics and others intentionally avoid it. General readers; undergraduates through faculty. J. Johnson Western Washington University

Copyright American Library Association, used with permission.