I began to work with fractals in 2000, specifically applied to my research on Urban Morphology. I also create them in 2D and 3D in art, and some fractal landscapes for design inspiration about nature colors, layers, textures, structures. As you can see here, this is not a copy of a known fractal to be applied in the overall shape of planting, but more of a morphological analysis, an integration of plants, trees, rocks, grading, and water.
Fractals represent the dynamic systems, the geometry of Nature, the infinite retro-feedings, in synthesis, what cannot be measured in Euclidian terms. A fractal is a way of seeing the infinite. The term that in Latin means fragmentary or cut, was presented by the Polish mathematician BenoƮt Mandelbrot (1924 -) for the first time in his book "Les Objets Fractals: Forme, Hasard et Dimension" (1975). Fractals have not a definition yet, but their characteristic properties are enumerated as follows: A fractal has a fine structure; this is detail in arbitrarily small scales. A fractal is too irregular to be described with the traditional Euclidian geometry, so much local as globally. Frequently, a fractal has a certain form of autosimilarity, maybe approximated or statistical.
To keep on reading about fractals, click on:
http://myriammahiques.blogspot.com/2009/10/what-is-fractal.html
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