From Library Journal
After Zebrowski's well-received Perils of a Restless Planet (LJ 7/97), this new book is a disappointment. Only partially about circles, the text aims "to examine [for the general reader] the broader relationship between mathematical reasoning and the physical universe." Most of the physical examples are common ones, from historical models of the solar system to relativity theory, which standard physics and astronomy texts explain better and just as engagingly. An exception is an intriguing discussion of some techniques used in the construction of the pyramids. The level of exposition varies greatly: a whole chapter is devoted to the elementary relationships of linear dimension, area, and volume, whereas the discussion of wave phenomena uses partial differential equations. There are occasional errors, such as the statement that a neutron star comprises "billions of protons and neutrons," and curious terminology: the list of regular polyhedra repeatedly includes the hexahedron rather than the cube. The endnotes provide appropriate suggestions for further reading, some popular, some scholarly. For larger public libraries.AKristine Fowler, Mathematics Lib., Univ. of Minnesota, Minneapolis
Copyright 1999 Reed Business Information, Inc.
Review
"From a history of pi to the workings of rollers and gears, from tsunami killer waves to the elusive waves of gravity, from the atom's nucleus to the structure of the universe-here is a fascinating tour de force of all things circular. After reading Zebrowski's account, you'll get answers to everything you've always asked about the circle-and much more!" --
Eli Maor, author of e: The Story of a Number and Trigonometric Delights"The waves at the beach, the chariot wheels of the ancient Egyptians, the swirling of millions of stars in distant galaxies, the shape of puffball mushrooms, the structure of the atoms in our own bodies-all these and many other diverse physical entities become connected when we reduce their descriptions to mathematical language. But are the connections really there, and historically valid, or are they just artifacts of our limited way of thinking mathematically? I invite you to take this little journey with me and draw your own conclusions. An enjoyable readable treatment of the interaction between mathematical ideals and physical reality. Full of good stories." --
Thomas Banchoff, author of Beyond the Third Dimension
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