The Universe in Zero Words

The Universe in Zero Words

The Story of Mathematics as Told Through Equations

Book - 2012
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Publisher: Princeton, N.J. : Princeton University Press, 2012
ISBN: 9780691152820
Branch Call Number: 512.94 MACKENZ
Characteristics: 224 p. : ill. (some col.) ; 25 cm


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nftaussig Aug 03, 2012

The title of Dana MacKenzie's book, The Universe in Zero Words: The Story of Mathematics as Told Through Equations, is ironic. The book, which is intended for the lay reader, is comprised almost entirely of words. MacKenzie, a mathematician with a doctorate from Princeton University, states each equation, then discusses its meaning, historical context, and importance. The exposition is brief, lucid, and qualitative. One caveat: MacKenzie has a tendency to dismiss historical anecdotes about mathematical discoveries without making clear how he came to his conclusions. While MacKenzie provides a bibliography, he does not include footnotes or endnotes. Lay readers will find this book more accessible than Ian Stewart's similarly themed In Pursuit of the Unknown: 17 Equations That Changed the World. Both books are worth reading.


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nftaussig Aug 03, 2012

nftaussig thinks this title is suitable for 16 years and under


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nftaussig Aug 03, 2012

Dana MacKenzie, a mathematician with a doctorate from Princeton University, discusses important equations drawn from pure and applied mathematics in a book intended for the lay reader. He divides the book into four chronologically based sections: antiquity, the age of exploration, the 19th century, and the 20th century. MacKenzie states each equation and discusses its meaning, historical context, and importance in mathematics, physics, or finance. Topics include arithmetic; zero; the Pythagorean Theorem; pi; Zeno's paradoxes and the meaning of infinity; Archimedes' law of the lever; the solution of the cubic equation by radicals; Kepler's laws of planetary motion; Fermat's Last Theorem; the Fundamental Theorem of Calculus; Newton's laws of motion; Euler's theorems; Hamilton's quaternions; group theory; non-Euclidean geometry; the prime number theorem; Fourier series; Maxwell's equations of electricity and magnetism; the photoelectric effect and relativity; Dirac's formula (quantum mechanics); the Chern-Gauss-Bonnet equation; the Continuum Hypothesis; the Lorenz equations (chaos); the Black-Scholes equations for financial derivatives.


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