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| | [[Image:Fractal.jpg|The delicate tracery of a computer-generated fractal|right|thumb|250px]] | | [[Image:Fractal.jpg|The delicate tracery of a computer-generated fractal|right|thumb|250px]] |
| − | A '''fractal''' is a [[design]] which contains in detail a shape which looks like the whole. This can be repeated ''ad infinitum'', meaning that fractals do not cease in their [[similarity]]. | + | A '''fractal''' is a [[design]] which contains in detail a shape which looks like the whole. This can be repeated ''ad infinitum'', meaning that fractals do not cease in their similarity. |
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| | The fractal nature of some plants has convinced many people that God must have designed the natural world (see [[fern]]s). The leaves of a fern are shaped very much like the frond. Evolutionary biologists have yet to propose a satisfactory explanation for the spontaneous appearance of complex patterns in living organisms. | | The fractal nature of some plants has convinced many people that God must have designed the natural world (see [[fern]]s). The leaves of a fern are shaped very much like the frond. Evolutionary biologists have yet to propose a satisfactory explanation for the spontaneous appearance of complex patterns in living organisms. |
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| − | *Fractals have been studied by mathematicians for over a century. The name was coined by [[Benoit Mandelbrot]], a mathematician at [[Yale University]]. He calls fractals the "geometry of nature." [http://www.wsu.edu/DrUniverse/fractal.html] | + | *Fractals have been studied by mathematicians for over a century. The name was coined by [[Benoit Mandelbrot]], a mathematician at [[Yale University]]. He calls fractals the "geometry of nature." <ref>http://www.wsu.edu/DrUniverse/fractal.html</ref> |
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| | Damien Jones wrote: | | Damien Jones wrote: |
| − | *A fractal is a shape that, when you look at a small part of it, has a similar (but not necessarily identical) appearance to the full shape. Take, for example, a rocky mountain. From a distance, you can see how rocky it is; up close, the surface is very similar. Little rocks have a similar bumpy surface to big rocks and to the overall mountain. [http://www.fractalus.com/info/layman.htm] | + | *A fractal is a shape that, when you look at a small part of it, has a similar (but not necessarily identical) appearance to the full shape. Take, for example, a rocky mountain. From a distance, you can see how rocky it is; up close, the surface is very similar. Little rocks have a similar bumpy surface to big rocks and to the overall mountain. <ref>http://www.fractalus.com/info/layman.htm</ref> |
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| | + | ==References== |
| | + | {{Reflist}} |
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| | ==External links== | | ==External links== |