= Cantor tree
{wiki=Cantor_tree}
A Cantor tree, often related to the Cantor set, is a mathematical structure derived from recursive processes applied to intervals. The Cantor set is a well-known example in set theory and fractal geometry that illustrates how you can construct a set with interesting properties from a simple starting point. To construct a Cantor tree, one typically follows these steps: 1. **Start with a Closed Interval**: Begin with the closed interval \[0, 1\].
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