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Dewey Decimal Number: 516 EAN: 9780387966083 Edition: 1 ISBN: 0387966080 Label: Springer Manufacturer: Springer Number Of Items: 1 Number Of Pages: 312 Publication Date: July 19, 1988 Publisher: Springer Studio: Springer Editorial Review: Product Description: The first book to discuss fractals solely from the point of view of computer graphics, this work includes an introduction to the basic axioms of fractals and their applications in the natural sciences, a survey of random fractals together with many pseudocodes for selected algorithms, an introduction into fantastic fractals such as the Mandelbrot set and the Julia sets, together with a detailed discussion of algorithms and fractal modeling of real world objects. 142 illustrations in 277 parts. 39 color plates. Average Rating:
 Rating: - Fractals -- Applied Mathmatics and Computer ProgrammingFrom page 25" Fractals (a word coined by Mandelbrot in 1975) have blossomed tremendously in the past few years (written in 1988) and have helped reconnect pure mathematics research with both the natural sciences and computing." This book has both Mathmatical equations and Computer Programs along with explanations and results (many graphs, plots, and color plate images). If you have an interest in Fractals, Recursion, Computer programming, Image creation, this is a great ... Read More Rating: - Great book on fractals and imagingThis old book is a timeless gem. It goes into the details of the mathematics of fractals and also shows well-commented C code for producing fractal imagery along with good color illustrations. Chapter 1, "Fractals in Nature", uses computer generated images to build a visual intuition for fractal as opposed to Euclidian shapes. There is also a mathematical characterization with Brownian motion as the prototype. In chapter 2, "Random Fractal Algorithms", randomness is introduced into the ... Read More Rating: - One of the best (if no the best) in the feildYou cant go past this book, This book reads at any level, Great introduction to the field as well as an indespencible reference. Shows easy to implement code examples, and has lots of pictures showing what can be acheived. This has been a main reference for a theisis I am currently working on. The question is, why is it out of print. If you can find it it's worth it's wheight in gold. Rating: - A mustIn my opinion, the best work ever written in the category not-for-beginner-but-available-to-non-specialist (such as Beauty of Fractals, by the same authors). An easy answer to question "How can I generate a fractal image with my PC?", from brownian motion to Julia sets. A must for reader interested in fractals (a bit out-of-fashion but still very interesting field). |
