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Journey with Pickover as he traces 250 achievements like ancient ant "odometers," the first abacus, the discovery of computer-generated fractals, and the quest for new dimensions. Beginning millions of years ago with ancient "ant odometers" and moving through time to our modern-day quest for new dimensions, it covers 250 milestones in mathematical history. Clifford Pickovers latest venture into the history of mathematics is such an endeavor. Pickover, a bona fide polymath who has written more than 40 books, elegantly sums up each mathematical feat...

Here also are remarkable thinkers from Pythagoras and Euclid to modern-day math icon Martin Gardner and cosmologist Max Tegmark. Among the numerous delights readers will learn about as they dip into this inviting anthology: cicada-generated prime numbers, magic squares from centuries ago, the discovery of pi and calculus, and the butterfly effect. Entertaining introduction to many strange and surprising ideas....

The educational journey it offers is so memorable and rewarding.

The Math Book would make a memorable gift for any person in a technical field (especially in the realm of computers).

Devlin Keith, "Devlin's Angle: What Can Mathematics Do for the Businessperson? "A commentary on Prime Numbers and Life Cycles of Periodical Cicadas," 3(2): 20821 (2000).

" The Mathematical Association of , September, 1999; see Hayes, Brian, "Bugs that Count," American Scientist, 92(5): 401-405 (September, 2004); see Detail/assetid/35547.

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with wonderfully exotic names such as the Quadrature of the Lune, Borromean Rings, and Fermat's Spiral." --Sydney Morning Herald "Clifford Pickovers enthusiasm for all things mathematical is contagious! From evidence of a built-in pedometer in an ancient species of ant (dating from more than 150 million years ago) to the Mathematical Universe Hypothesis (advanced in 2007), this chronologically organized tour through 250 milestones in the history of mathematics provides a concise explanation of the featured theorem/formula/discovery alongside a colorfully evocative illustration.Topics are chronological, starting with the "Bucky Fuller thought big, Arthur C. 1920) • Antoine's Necklace (1920) • Noether's Idealtheorie (1921) • Lost in Hyperspace (1921) • Geodesic Dome (1922) • Alexander's Horned Sphere (1924) • • Squaring a Rectangle (1925) • Hilbert's Grand Hotel (1925) • Menger Sponge (1926) • Differential Analyzer (1927) • Ramsey Theory (1928) • Godel's Theorem (1931) • Champernowne's Number (1933) • Bourbaki: Secret Society (1935) • Fields Medal (1936) • Turing Machines (1936) • Voderberg Tilings (1936) • Collatz Conjecture (1937) • • Birthday Paradox (1939) • Polygon Circumscribing (c.Clarke thinks big, but Cliff Pickover outdoes them both." -- WIRED "A perpetual idea machine, Clifford Pickover is one of the most creative, original thinkers in the world today." -- Journal of Recreational Mathematics Click Joanne to see more! Enter a colorful, mathematical world filled with wonders and beauties. 600 BC) • Go (548 BC) • Pythagoras Founds Mathematical Brotherhood (530 BC) • Zeno's Paradoxes (c. 440 BC) • Platonic Solids (350 BC) • Aristotle's Organon (c. 320 BC) • Euclid's Elements (300 BC) • Archimedes: Sand, Cattle & Stomachion (c. 1940) • Hex (1942) • Pig Game Strategy (1945) • ENIAC (1946) • Von Neumann's Middle-Square Randomizer (1946) • Gray Code (1947) • Information Theory (1948) • Curta Calculator (1948) • Csaszar Polyhedron (1949) • Nash Equilibrium (1950) • Coastline Paradox (c.I've compiled the following list that identifies some of the material I used to research and write this book.Occasionally, I also provide a few extra notes (♪) of clarification in this section, which includes information culled from books, journals and Web sites.