Fractal Spirals #1 is a photograph by David Parker which was uploaded on October 7th, 2018.
Fractal Spirals #1
Fractal generated spirals. Some mathematical rule-patterns can mimic patterns in nature including the mathematics of symmetry, waves, meanders,... more
by David Parker
Title
Fractal Spirals #1
Artist
David Parker
Medium
Photograph
Description
Fractal generated spirals. Some mathematical rule-patterns can mimic patterns in nature including the mathematics of symmetry, waves, meanders, dendritic patterns and fractals. Fractals are mathematical patterns that are scale invariant. This means that the shape of the pattern does not depend on how closely you look at it. Self-similarity is found in fractals. Examples of natural fractals are coast lines and tree shapes, which repeat their shape regardless of what magnification you view at. While self-similar patterns can appear indefinitely complex, the rules needed to describe or produce their formation can be simple (e.g. Lindenmayer systems describing tree shapes)
Uploaded
October 7th, 2018
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