For the final class of the semester, Hugh and I did a presentation on the dragon curve at the showcase. We had examples of every level of the dragon curve from level one to level 12. We constructed levels six through 12 and drew out the first six levels of the curve […]
The fractal that I designed, aka the Checkerboard Carpet Fractal, is a simple 4×4 square with 2 pieces removed. The two coordinates that were removed were (2,1) and (1,2). Length of one side is 4, overall shape for all […]
After studying fractals in class for the past few weeks, our group decided to try to make our own. In making our fractal we decided to go for a sunflower type shape with a hollow center, where the image repeats by halving its size […]
Above is the Fractal, the Sierpinski Carpet (abbreviated “carpet”). According to a Wikipedia article here, the carpet is one generalization of the cantor set to two dimensions, similar to the cantor dust (shown below). While I do not know what much of this means right […]
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