The Liar Paradox and the Towers of Hanoi
The Ten Greatest Math Puzzles of All Time
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Word Count
64,000 words, Guess
Page Count
256 pages
Identifiers
- Open LibraryOL7619613M
- ISBN-139780471648161
- ISBN-100471648167
- OCLC Control Number53937679
- OCLC Control Numberliarparadoxtower00dane
and 3 more
- Library of Congress Control Number2003027191
- LibraryThing435351
- Goodreads481759
Classifications
- LCCQA95 .D29 2004
Description
A walk through history's most mind-boggling puzzles Ever since the Sphinx asked his legendary riddle of Oedipus, riddles, conundrums, and puzzles of all sizes have kept humankind perplexed and amused. The Liar Paradox and the Towers of Hanoi takes die-hard puzzle mavens on a tour of the world's most enduringly intriguing braintwisters, from K?nigsberg's Bridges and the Hanoi Towers to Fibonacci's Rabbits, the Four Color Problem, and the Magic Square. Each chapter introduces the basic puzzle, discusses the mathematics behind it, and includes exercises and answers plus additional puzzles similar to the one under discussion. Here is a veritable kaleidoscope of puzzling labyrinths, maps, bridges, and optical illusions that will keep aficionados entertained for hours. Marcel Danesi (Etobicoke, ON, Canada) is the author of Increase Your Puzzle IQ
Description
Ever since the Sphinx asked his legendary riddle of Oedipus, paradoxes, conundrums, and puzzles of all kinds have kept humankind perplexed and amused. Why is this so? What do puzzles reveal about the human mind? Do they have implications for the study of mathematics? The Liar Paradox and the Towers of Hanoi answers these questions, taking you on an interactive tour of the world's most enduringly intriguing brain twisters -- ingenious puzzles that have played a pivotal role in shaping mathematical history. Marcel Danesi introduces you to ten masterpieces, explaining the math behind them and including exercises and answers -- as well as the chance to try your hand at similar puzzles. As you navigate the maze of labyrinths, bridges, maps, and baffling problems, you'll see how certain ideas in mathematics originated in the form of puzzles, from optical illusions to sequences to impossibility theory. From die-hard puzzle mavens to math aficionados, this kaleidoscope of conundrums is sure to enlighten, entertain, and impress.
First Sentence
IF WE VISIT THE CITY OF GIZA in Egypt today, we cannot help but be overwhelmed by the massive sculpture known as the Great Sphinx, a creature with the head and the breasts of a woman, the body of a lion, the tail of a serpent, and the wings of a bird.
Subjects
Other Editions
- The Liar Paradox and the Towers of Hanoi
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