http://rapidshare.com/files/29998402/Pei_ChaFrNeFroSc2e.rar
May 8th, 2007
- Publisher: Springer
- Number Of Pages: 864
- Publication Date: 2004-02-03
- Sales Rank: 234017
- ISBN / ASIN: 0387202293
- EAN: 9780387202297
- Binding: Hardcover
- Manufacturer: Springer
- Studio: Springe
- Amazon.com:
Fascinating and authoritative, Chaos and Fractals: New Frontiers of Science is a truly remarkable book that documents recent discoveries in chaos theory with plenty of mathematical detail, but without alienating the general reader. In all, this text offers an extremely rich and engaging tour of this quite revolutionary branch of mathematical research.
The most appealing aspect about Chaos and Fractals has to be its hundreds of images and graphics (with dozens in full-color) used to illustrate key concepts. Even the math-averse reader should be able to follow the basic presentation of chaos and fractals here. Since fractals often mimic natural shapes such as mountains, plants, and other biological forms, they lend themselves especially well to visual representation.
Early chapters here document the mathematical oddities (or “monsters”) such as the Sierpinski Gasket and the Koch Curve, which laid the groundwork for later discoveries in fractals. The book does a fine job of placing recent discoveries about chaos into a tradition of earlier mathematical research. Its description of the work of mathematicians like Pascal, Kepler, Poincaré, Sierpinski, Koch, and Mandelbrot makes for a fine read, a detective story that ends with the discovery of order in chaos. (For programmers, the authors provide short algorithms and BASIC code, which lets you try out plotting various fractals on your own.)
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