The Colours of Infinity : The Beauty and Power of Fractals
Softcover reprint of the original 2nd ed. 2010
Book Details
Format
Paperback / Softback
ISBN-10
1447168925
ISBN-13
9781447168928
Edition
Softcover reprint of the original 2nd ed. 2010
Publisher
Springer London Ltd
Imprint
Springer London Ltd
Country of Manufacture
GB
Country of Publication
GB
Publication Date
Apr 30th, 2017
Print length
207 Pages
Weight
478 grams
Dimensions
19.30 x 25.80 x 1.70 cms
Product Classification:
Cybernetics & systems theoryMathematicsGeometryMaths for engineers
Ksh 7,200.00
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This book is not just a celebration of the discovery of the Mandelbrot set, it also brings fractal geometry up to date with a gathering of the thoughts and enthusiasms of the foremost writers and researchers in the field.
A geometry able to include mountains and clouds now exists. I put it together in 1975, but of course it incorporates numerous pieces that have been around for a very long time. Like everything in science, this new geometry has very, very deep and long roots. Benoît B. Mandelbrot Introduction This enhanced and expanded edition of THE COLOURS OF INFINITY features an additional chapter on the money markets by the fractal master himself, Professor Benoît Mandelbrot. The DVD of the film associated with this book has been re-mastered especially for this edition with exquisite new fractal animations, which will take your breath away! Driven by the curious enthusiasm that engulfs many fractalistas, in 1994, Nigel Lesmoir-Gordon overcame enormous obstacles to raise the finance for, then shoot and edit the groundbreaking TV documentary from which this book takes its name. The film has been transmitted on TV channels in over fifty countries around the world. This book is not just a celebration of the discovery of the Mandelbrot set, it also brings fractal geometry up to date with a gathering of the thoughts and enthusiasms of the foremost writers and researchers in the field. As Ian Stewart makes clear in the opening chapter, there were antecedents for fractal geometry before 1975 when Mandelbrot gave the subject its name and began to develop the underlying theory.
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