Ancient Puzzles: Classic Brainteasers and Other Timeless Mathematical Games of the Last Ten CenturiesMatch wits with the great minds of the world’s greatest civilizations in this fascinating collection of ancient conundrums, brainteasers, and mind-benders. • What do prehistoric bone markings and modern computer science have in common? • What is the mystery of pi that stumped generations of ancient mathematicians? • What are the ancient puzzle origins of popular games such as tic-tac-toe and chess? • Can you solve the puzzles posed to emperor Charlemagne by Alcuin of York? • What’s the secret lore behind magic squares that captured the imagination of Chinese emperors, Persian mystics, and Benjamin Franklin? Dominic Olivastro presents a popular history of mathematics by focusing on the puzzles that civilizations posed for their own education and entertainment. Here are classic “puzzle problems” from ancient Africa, Egypt, Persia, China, and Greece and from cultures and texts spanning the Middle Ages and the Renaissance all the way to the present. Each puzzle is linked with insightful folk and scientific history that helps shed light on the mysterious purpose and origin of the problem. Fascinating clues for figuring out answers draw on modern problem-solving techniques and lead to ancient secrets that, before now, have rarely been understood. Whether you decipher them for their historical significance, classical wisdom, or just for the sheer, maddening fun of it, these delightful puzzles provide a unique, entertaining, and enlightening guide to the evolution of the human mind. |
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Ancient Puzzles: Classic Brainteasers and Other Timeless Mathematical Games ... Dominic Olivastro No preview available - 1993 |
Ancient Puzzles: Classic Brainteasers and Other Timeless Mathematical Games ... Dominic Olivastro No preview available - 1993 |
Common terms and phrases
Abu Kamil actually Ahmes Alcuin ancient answer Arab arithmetic assume barrels begin called camel cell century China Chinese coconuts coin column counting cross David Singmaster decimal digits divided divisible drachmas edges Egyptians equal equations etches Euler walk exactly example Fibonacci numbers Fibonacci sequence figurate numbers four give graceful gracefully numbered Hamilton walk integer Ishango bone Ishango computer John Horton Conway Liber Abaci Lo Shu square look magic constant magic square marker mathematician mathematics memory wheel méra method modern move multiple needle Nine Chapters nodes notches number theory obscure secrets odd numbers original pandiagonal partitions phyllotaxis piles placed played player positional number system possible prime numbers problem puzzle quarts reader rectangle remainder side simple Singmaster solve story subtract Sun Tzu symbol ternary theorem third three numbers Tic-Tac-Toe tree triangular numbers triplets unit fractions weighings wine