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An Introduction to Fractals Jen Markham, Elizabeth Broden, Allison Rivard
What is a fractal? A fractal is any shape or curve which has self-similarity. Snowflakes, islands, and coastlines can all be considered fractals.
Properties of Fractals The Koch Curve Iteration  Iteration is defined as the process of repeating a method to achieve a certain result. In the Koch curve, triangles are  continuously added to reach a new level of complexity. Self-similarity ,[object Object],[object Object]
Where’s the math? When applied to real numbers, the ideas of iteration and self-similarity are easily used to make a fractal, but once complex numbers are in the equation, the results are stunning. To be continued…
Want more fractals? http://serendip.brynmawr.edu/playground/sierpinski.html
*An Introduction to Fractals*

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*An Introduction to Fractals*

  • 1. An Introduction to Fractals Jen Markham, Elizabeth Broden, Allison Rivard
  • 2. What is a fractal? A fractal is any shape or curve which has self-similarity. Snowflakes, islands, and coastlines can all be considered fractals.
  • 3.
  • 4. Where’s the math? When applied to real numbers, the ideas of iteration and self-similarity are easily used to make a fractal, but once complex numbers are in the equation, the results are stunning. To be continued…
  • 5. Want more fractals? http://serendip.brynmawr.edu/playground/sierpinski.html