Download PDF Chaos and Fractals: New Frontiers of Science

Download PDF Chaos and Fractals: New Frontiers of Science

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Chaos and Fractals: New Frontiers of Science

Download PDF Chaos and Fractals: New Frontiers of Science

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Review

“It is relatively discursive and easy to read, with each chapter telling a coherent story, and it highlights the key concepts and ideas, examining a few models in detail and using worked numerical examples as well as visualisations and illustrations … . makes an excellent entry to the broader mathematics of fractals and chaos, especially for students who are curious about the details as well as the core concepts but don’t want to get bogged down in formal mathematics.” (Danny Yee, Danny Yee’s Book reviews, February, 2016) "It is one of the best introductions to chaos and fractals around. … Unlike some other books on fractals, it can be read by non-specialists … . The book is beautifully produced and well illustrated so it is a pleasure to read." (Hugh Williams, The Mathematical Gazette, Vol. 90 (5l9), 2006)"The first edition of this vast introduction to chaos and fractals appeared in 1992. This new edition is virtually identical to the original except for some material … . the book is … a wonderful tour of a fascinating area of mathematics, and now the reader can take this tour while carrying around a slimmer (but still hefty) volume. … The authors have a friendly conversational style … . This is a great book … ." (Raymond N. Greenwell, MathDL, May, 2005)"Chaos and Fractals: New Frontiers of Science is an amazing introduction to the ideas of fractal geometry and chaotic dynamics … . The authors have done a tremendous job in explaining quite difficult concepts in an elegant and simple way … . I enjoyed this book tremendously – the authors have put in a tremendous amount of work in making a vast and interesting subject accessible … . I wholeheartedly recommend this book to anyone with even a passing interest in the subject matter." (Dr. S. Virmani, Contemporary Physics, Vol. 46 (6), 2005)"There appeared many books in the 1980’s and early 1990’s that … required only a limited mathematical background to understand. They made the fractals, chaos and the Mandelbrot and Julia sets quite popular … . The … book that is under review here is one of these popular books. … The book will remain what it has been so far: an outstanding book that contains all you ever wanted to know about fractals and chaos accessible to all levels of mathematically skilled." (Bulletin of the Belgian Mathematical Society, Vol. 12 (3), 2005)"The book is written for everyone who wants to learn details of chaos theory and fractal geometry, also for readers who have not much knowledge of technical mathematics. In the fourteen chapters the central ideas and concepts of chaos and fractals are developed … ." (F. Haslinger, Monatshefte für Mathematik, Vol. 144 (4), 2005)"This is the second … edition of what has been a bestseller since its first publication in 1992. … All the laudatory comments heard twelve years ago about this fascinating book remain entirely valid. No one has succeeded in better presenting … . the presentation has not aged at all – the comprehensiveness of the underlying mathematics and the illustrative power of the figures has never been surpassed. Twelve years after its first edition this book remains a must buy." (André Hautot, Physicalia, Vol. 57 (3), 2005)"Numerous books have appeared in recent years that either explore the beauty of fractal art, describe techniques for its creation, or investigate some aspect of the related field of chaotic behavior. The present work attempts to accomplish all three goals in one huge volume...the authors should be applauded for their ambitions undertaking." Mathematical Reviews "This book … contains all one ever wanted to know about fractals, and more. Written by–next to Mandelbrot–the greatest popularizer of the concept of fractal geometry … It contains a wealth of information on nearly every angle of the topic... I enjoyed reading the book for its lucid approach, its attempt at completeness, and especially, for the large number of illustrative figures and pictures." Zentralblatt Mathematik

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Product details

Hardcover: 864 pages

Publisher: Springer; 2nd edition (February 3, 2004)

Language: English

ISBN-10: 0387202293

ISBN-13: 978-0387202297

Product Dimensions:

7.8 x 2 x 9.2 inches

Shipping Weight: 3.9 pounds (View shipping rates and policies)

Average Customer Review:

4.5 out of 5 stars

14 customer reviews

Amazon Best Sellers Rank:

#1,015,168 in Books (See Top 100 in Books)

I found the 1992 edition of this book at my local public library, and was (like all the other reviewers here) very impressed at the quality. The book deals with a highly technical subject, but does it in a way that you can follow even if you don't have advanced math training. The numerous color plates were also very beautiful. And to top it all off, there were "do it yourself" exercises at the end of the chapters, showing you how to program your computer to run these figures! OK, they use the old BASIC language, but still the code is clear enough that you can follow it and see what's really going on with these equations.So I was so pleased to see a copy of the updated edition at a bookstore. In particular, I was eager to see if they'd updated those "do it yourself" exercises for use with EXCEL. However, as I read through it I was disappointed to notice two changes from the previous edition: first, all of the programming examples had been eliminated; second, the print quality of the color plates was noticeably poorer. And I didn't see much new material added - in fact one of the reviews above observes that the text itself is virtually unchanged. Considering the steep price of this tome, these were significant points to consider. Used copies of the old edition cost under 20 bucks, and IMHO are a better deal (I ended up buying one). So if you're ready to buy, just do yourself (and your wallet) a favor and compare the two editions first.

I spent quite a bit of time looking for a good "fractals" book. For me, this is it. It is not a book for everyone, though. I'll try to offer guidelines to help you decide if it is for you. In summary: (a) its not just a picture book, but extremely visual, (b) its not math-intense but asks for math-comfort and offers options and (c) its not only for computer jockeys, but offers repeated links to that approach.This book is doubtless great for a high-school or college course in fractals. But I think it is also a worthy buy, albeit a pricey one, for a certain type of layperson with a fascination for mathematics presented in some depth. If you enjoy math but find some of the "popularizations" a bit too shallow, then the realm of fractals and chaos is a great place to explore in depth. This is a fine guidebook for that exploration."Chaos and Fractals" is not a book for the reader who is primarily fascinated with the visual representations of fractals. BUT it i!s chock-full of b/w illustrations (686 by the authors count) and nicely sprinkled with gorgeous color plates. The visual element is not central, but is very strongly represented and I found that almost every important concept was enhanced by the addition of a diagram or illustration.This is definitely a book that delves into the mathematics of fractals. It does so in a well-crafted dual-track form. The core of the book should be comfortable and enjoyable mathematical reading for anyone with a sound and fairly current familiarity with high school math (Not that such "currency" suggests its only for youngsters! This old-timer preserves essentially that level of math by regular exposure to recreational math and the like). On the second track, the book provides mathematically in-depth views of selected topics. This is really nice if you like to stretch your mathematical horizons since you can use the core to steady your foundation understanding of a topic and then dive int!o the advanced mathematical topics at will; mustering strategic retreat when necessary, without loss of face, but sometimes learning how more advanced mathematics can be used.Finally, the book makes an effort to scaffold some computer exploration of fractal concepts that succeeded for me but might not for you. For every chapter the authors provide a "Program of the Chapter" which allows exploration of one or more of the fractal forms and concepts explored therein. These are usually quite short and are written in Microsoft BASIC. This latter might be a problem for some. Nowadays, users with more advanced operating systems might not know where to find their version of BASIC (and it might not even be supplied), much less how to fire it up.I would not belabor the BASIC program element too much except that experimenting with such code is an excellent way for anyone to better understand an algorithmic process. A program is, after all, such a process - a sequence of !discrete steps. I'd urge you to search your Windows disk for something like an "oldmsdos" folder and dig out the Qbasic files found there and fire them up. Even if you've never written a program, this kind of applied-use is a fine way to learn!For the right sort of reader, this is unquestionably a 5-star book.

I purchased this book when it first came out, during theinitial wave of popularity of fractals and chaos theory.Although the fadishness of chaos and fractals has dieddown, a number of solid applications for this theory haveappeared in areas like computer graphics, finance,modeling computer network traffic and data compression.I have purchased a number of books on fractals and chaos andhow these concepts can be applied in a number of areas. Ihave yet to see a better introduction to the topic. This isa core reference and I keep coming back to it again and again.In the spectrum of popular science books, this is definitelyon the technical end. You do not need an advanced backgroundin mathematics as you do for some books on chaos and fractals,but the authors do not shy away from equations. However, theideas are clearly presented. I have used this book as areference for developing software for fractal brownian motionand Hurst exponent estimation."Chaos and Fractals" covers a great deal of material. On a fewoccasions I found that the algorithms or explaination weredifficult to follow. In some cases, like the generation ofGaussian random numbers, I found better, simpler algorithms.When this book was written, fractals and chaos were fairly new.It is difficult to avoid comparing this book to an even thickerbook, "A New Kind of Science" by Stephen Wolfram. Althoughcellular automata, the core topic of "A New Kind of Science"are not exactly new, Wolfram claims new and profoundperspectives. Many, including this reviewer, feel that Wolfram'sclaims are overblown and egotistical (he has a bad habbit ofclaiming credit for innovation, even as he cites other work).The authors of "Chaos and Fractals" do not make exaltedclaims for this work. Yet without any fanfare, this bookreally does deliver profound ideas. This is simply afantastic book. I recommend it for anyone in the appliedsciences (e.g., computer science, quantitative finance,geology, etc...). Even for the mathematically sophisticated itwill provide an valuable overview, which is difficult to obtainanywhere else.

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