More precisely, the recursive nature, which is essential for fractal models, is lacking in the procedural approach.
Then we study the technique formally, and then apply it to images of fractal art.
A number of fractal dimension algorithms were developed and evaluated using a field data set of 100 incidents.
Each level of expression contributed to the next, and over the course of millennia we created mathematical theory, from basic arithmetic to algebra, from calculus to fractal geometry.
The current visual novelty of abstractions derived from digital technology, fractal geometry and literary theory is usually the product of inventive imagination rather than empathic imagination.
While classical geometry assumes that objects exist in integer dimensions, fractal geometry deals with objects that have non-integer dimensions.
This result also solved a long-standing open problem concerning the existence of certain fractal sets in the plane.
To explain the concept of fractal dimension, it is necessary to understand what we mean by dimension in the first place.
His research focuses on the interplay between fractal geometry and stochastic processes.
Would the present obsession with fractal geometry have come about anyway as part of the ever changing taste of architectural stylists, or is it an inevitable result of computer power?