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Showing results for tags 'sierpinski sponge'.
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I suspect that rendering fractal curves and surfaces and objects is outside the scope of Affinity Designer. Obviously AD is not going to be able to do rendering of objjects desribed by an infinite sequence of operations, but I wonder if in some cases it is (easily) going to be possible to generate a truncated representation. Indeed all the visual representations which we might see in maths books and articles are in any case truncated, but usually generated using special software. By "easily" I of course mean without very tediously copying the instructions for each line and point in the object to be rendered. For some interesting curves and objects see this article and others linked to it from Scientific American about the Koch Snowflake - https://blogs.scientificamerican.com/roots-of-unity/a-few-of-my-favorite-spaces-the-koch-snowflake/ Some ones to try might include the Hilbert and Peano curves, the Sierpinski triangle, and the Sierpinski sponge which are fairly regular. I'm guessing tha the Mandelbrot set would be completely out of order.
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- fractals
- space filling curves
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