100 Essential Things You Didn't Know You Didn't Know
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- USD 14.99
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- USD 14.99
Publisher Description
'If people do not believe that mathematics is simple, it is only because they do not realize how complicated life is.' John von Neumann
Mathematics can tell you things about the world that can't be learned in any other way. This hugely informative and wonderfully entertaining Brain Shot answers a few essential questions about existence. It unravels the knotty, clarifies the conundrums and sheds light into dark corners. From winning the lottery, financial investment with Time Travelers and the weirdest football match ever to Sherlock Holmes, Elections, game theory, drunks, packing for your holiday and the madness of crowds; from chaos to infinity and everything in between, Essential Things You Didn't Know You Didn't Know has all the answers!
BRAIN SHOTS: The byte-sized guide to all the things you didn't know you didn't know...
PUBLISHERS WEEKLY
Barrow (Mathletics), a Cambridge University professor of mathematical sciences and the director of the Millennium Mathematics Project, delves into the many ways mathematics informs art, and more broadly, our daily lives. In concise two- to three-page chapters, Barrow alerts readers to the beauty of mathematics and demonstrates how ubiquitous mathematical concepts are in the world of art. His examples define the arts expansively: the mathematical formula for determining how many guards an art museum needs, why the resonant frequencies in a shower stall make you sound better when singing, and figuring out how long to cook a turkey based on its size. Many of Barrow's examples are within readers' usual frame of reference the shape of an egg, the formation of snowflakes but others are more esoteric, such as the math behind Piet Mondrian's rectangles. Barrow is well versed in mathematics and is fascinated by the topics, but he does not consistently provide accessible explanations. That said, even when he misses, Barrow successfully conveys the idea that mathematics provides a key to understanding both ordinary and extraordinary phenomena.
