

Fractal
Fractal The Mandelbrot set, named after its discoverer, is a famous example of a fractal. A fractal is a geometric object which is rough ... levels of magnification. In many cases, a fractal can be generated by a repeating pattern ... typically recursive or iterative process. The term fractal was coined in 1975 by Benoît ...
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Fractal (Uncyclopedia.org wiki)
Fractal Fractals are mathematical curves that are impossible ... you that he is showing you a fractal, simply don't trust him. [edit] History ... another curve, and thinking it was a fractal, did not study it any longer. He ... to the famous demonstration. He drew a fractal, and then said it was impossible.(see hereinafter) Other great fractal specialists are : Sierpinski, who was foolish ...
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Fractal (translated from Japanese)
Fractal Example of fractal (マンデルブロ gathering) Fractal ( France Fractale) The French mathematician ブノワ マンデルブロ ... Dimension NamelyFractal dimensionSo it is. As for fractal dimension of those which exist inside 3 ... are thought. This kind of figure the fractal which had the dimension of fraction ( ...
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Fractal (translated from Dutch)
Fractal Mandelbrotfractal Mandelbrot, 75 time increased fractal is in wiskunde a character that on ... The French man Gaston Julia discovered the fractal as a mathematical object. To him Julia ... is Benoît Mandelbrot, that described also the fractal that its name carries, Mandelbrotverzameling. These Right ... of all closed Juliaverzamelingen. Contents Dimensions measure Fractal can be characterised by its dimension: ...
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Fractal (translated from Portuguese)
Fractal This article meets in translation process. Its ... Mandelbrot it is a famous example of fractal. Fractais (of the Latin fractus, fraction, broken) is figures of geometria notEuclidean. A fractal (previously known as curve monster) it is ... of it scales. In many cases a fractal can be generated by a repeated standard ... been born in Polónia , that it discovered fractal geometry in decade of 70 of ...
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Fractal geometry (translated from Japanese)
Fractal geometry Fractal figureWith, speaking simply, "how expanding, it points ... If it defines is accurately, gathering K Fractal So it is with, K Phase dimension ... known that it consists. K When being fractal, generally dimH( K ) To reach real number ... of 0 or more, that value K Fractal dimensionWith it calls. Self similar figure ...
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Fractal compression
Fractal compression Fractal compression is a lossy compression method used ... natural scenes (trees, mountains, ferns, clouds). The fractal compression technique relies on the fact that ... the principal researcher who has worked on fractal compression (1988), and he holds several patents ... the technology. The most widely known practical fractal compression algorithm was invented by Arnaud ...
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Fractal art
Fractal art Computergenerated fractal image. Fractal art is created by calculating fractal mathematical functions and transforming the calculation results ... images, animations, music, or other art media. Fractal images are graphs of the calculation ...
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Fractal transform
Fractal transform The fractal transform is a technique invented by Michael ... perform lossy image compression. This first practical fractal compression system for digital images resembles a ... using the image itself as the codebook. Fractal transform compression First, start with a digital ... blocks and the color offsets and gains. Fractal transform decompression Starting with an empty ...
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Lyapunov fractal
Lyapunov fractal Standard Lyapunov logistic fractal with iteration sequence AB Generalized Lyapunov logistic fractal with iteration sequence AABAB In mathematics Lyapunov ... two values a and b. A Lyapunov fractal is constructed by mapping the regions of ...
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