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In this video, I’ll talk about what fractals are and how you can create them yourself (Fractal is self-similar complex shapes).
You will learn the history of the development of fractals, and also understand what a Koch snowflake, Sierpinski’s triangle and Cantor’s set are.
We start with a formal definition: a fractal is a set that has the property of self-similarity. An object that exactly or approximately coincides with a part of itself, that is, the whole has the same shape as one or more parts. In order to better understand this definition in the video, we give simple examples.
Happy viewing!
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