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- This is an example of a fractal we have created on a program. IT IS BIIIIIIG!!!!???
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Fractals
are created by recurring geometric shapes. Creating an infinite
amount of shapes. And though they weren't created until the
invention of the computer they existed in theory.
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- Gaston
Julia (1893-1978) was a French mathematician. He drew with his hands
because the computer was not created. These sets of fractions are now
called “Julia sets”. In 1917 Gaston Julia made the first Julia
set in a hospital recovering from an injury in world war 1. Much of
the initial work was done by him and Pierre Fantou.
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Another
fractal engineer was Waclaw Sierpinski. His work came before
Mandelbrot. Waclaw was known for the Sierpinski triangle, and also known
as the Sierpinski gasket. The Sierpinski triangle is made up of
a bunch of smaller triangles that look similar under any level of
magnification. He lived from 1982-1969.
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Mandelbrot
was born in Warsaw in 1924 and moved to France when he was 11 years old. He
looked at Julia's functions and created a simpler solution to all
Julia's functions. This set: is named after him, the Mandelbrot set.
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Now
that we have talked about some people that invented fractals let's
talk about how they work. In normal pictures when you zoom in, the
picture will become bigger and blurred. In a fractal instead of
zooming in the computer will redraw the picture. Fractals will allow
you to zoom in an unlimited amount of times. In currant times,
computers can draw fractals in matter of minutes. But before
computers were invented it would take brilliant mathematicians years
to create a single fractal by hand.
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- Scientists
and mathematicians believe that fractals can predict the weather with
the proper equation. However, finding this equation is close to
impossible. There are others who say that the weather never can
actually be predicted. These people believe that “total randomness
is possible.”
(
http://library.Thinkquest.org/3288/chaos.html)
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All of
these facts make up only a small part of the amazing history of
fractals.
http://www.fractovia.org/art/people/julia.html
http://en.wikipedia.org/wiki/Fractal
http://math.youngzones.org/Fractal%20webpages/history_fractals.html