Item description for The Pattern Book: Fractals, Art, and Nature by Clifford A. Pickover...
This book will allow you to travel through time and space. To facilitate your journey, the editor has scoured the four corners of the earth in a quest for unusual people and their fascinating patterns. From Mozambique, to Asia, to many European countries, the contributors to The Pattern Book include world-famous cancer researchers, little-known artists and eclectirc computer program-mers. Some of the patterns are ultramodern, while others are centuries old. Many of the patterns are drawn from the universe of mathematics. Computer recipes are scattered throughout.
Although the emphasis is on computer-generated patterns, the book is informal and the intended audience spans several fields. The emphasis is on the fun that the true pattern lover finds in doing, rather than in reading about the doing! The book is organized into three main parts: Representing Nature (for those patterns which describe or show real physical phenomena, e.g., visualizations of protein mo! tion, sea lilies, etc.), Mathematics and Symmetry (for those patterns which describe or show mathematical behavior, e.g. fractals), and Human Art (for those patterns which are artistic works of humans and made without the aid of a computer, e.g. Moslem tiling patterns.)
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Studio: World Scientific Publishing Company
Est. Packaging Dimensions: Length: 1.25" Width: 6.5" Height: 8.75" Weight: 1.85 lbs.
Publisher World Scientific Publishing Company
ISBN 981021426X ISBN13 9789810214265
Availability 60 units. Availability accurate as of Jan 18, 2017 11:05.
Usually ships within one to two business days from La Vergne, TN.
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More About Clifford A. Pickover
Internationally renowned author Clifford Pickover has published more than 40 books, translated into over a dozen languages, on topics ranging from science and mathematics to religion, art, and history. Dr. Pickover received his PhD from Yale University's Department of Molecular Biophysics and Biochemistry and holds more than 200 US patents. His research has received considerable attention from such media outlets as CNN, "Wired," and "The""New York Times," and his website, pickover.com, has received millions of visits. He lives in Yorktown Heights, NY.
Clifford A. Pickover currently resides in Yorktown Heights, in the state of New York. Clifford A. Pickover has an academic affiliation as follows - IBM T. J. Watson Research Center IBM Thomas J. Watson Research Center.
Clifford A. Pickover has published or released items in the following series...
Reviews - What do customers think about The Pattern Book: Fractals, Art, and Nature?
Better for Mathematicians Feb 17, 2007
As an artist, I had hoped this book would have presented, on equal footing, mathematics and natural/artistic elements. I ordered it based upon a review that reflected such, but was a bit disappointed to find it was definitely more formulaic based. However, that having been said, there were a few good things I extracted from this book, just not as much as I would have liked based upon the review. Would I recommend this book to a fellow artist? Likely not. To a math/science colleague...definitely. I think Gombrich is a better bet for the artist.
A natural first book for one interested in fractals Dec 31, 2003
Fractals can be found everywhere, and Clifford Pickover has done a good job in selecting some of the best. The range of the collection is considerable, from "Wood Pattern" to "Trajectories of a Neural Network Quantizer in Rhythm Space." All possess a simplistic beauty that justifies the presence of the word art in the title. Such creations, possessing enormous complexity from very simple origins, truly forces us to stretch our imaginations. All of the generation processes are very easy to understand, and some modifications for additional exploration are obvious. One more in the collection of works devoted to fractals, this book ranks among the easiest to understand. A natural first book for those interested in fractals as objects of mathematical study or art.
Published in Journal of Recreational Mathematics, reprinted with permission.