Difference between revisions of "Discrete self-similar fractals"
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(Created page with "==Discrete Self-Similar Fractals== Due to their complex, aperiodic nature, discrete self-similar fractals have provided an interesting set of infinite shapes to explore. {...") |
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| footer = Example discrete self-similar fractals. For each, the generator is on the left, and subsequent stages are shown to the right. | | footer = Example discrete self-similar fractals. For each, the generator is on the left, and subsequent stages are shown to the right. | ||
| image1 = Sierpinski-triangle-5stages.png | | image1 = Sierpinski-triangle-5stages.png | ||
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| alt1 = Sierpinski triangle | | alt1 = Sierpinski triangle | ||
| caption1 = First 5 stages of the Sierpinski triangle | | caption1 = First 5 stages of the Sierpinski triangle | ||
| image2 = Sierpinski-carpet-3stages.png | | image2 = Sierpinski-carpet-3stages.png | ||
| + | | width2 = 400 | ||
| alt2 = Sierpinski carpet | | alt2 = Sierpinski carpet | ||
| caption2 = First 3 stages of the Sierpinski carpet | | caption2 = First 3 stages of the Sierpinski carpet | ||
Revision as of 14:55, 26 June 2024
Discrete Self-Similar Fractals
Due to their complex, aperiodic nature, discrete self-similar fractals have provided an interesting set of infinite shapes to explore.
First 5 stages of the Sierpinski triangle
First 3 stages of the Sierpinski carpet
Example discrete self-similar fractals. For each, the generator is on the left, and subsequent stages are shown to the right.
