5. Fractal Geometry
The twelfth general mathematical framework is that of fractal geometry, which deals with fractal sets—that is, fractional subsets of that have a spatial structure following a deterministic or probabilistic rule involving internal self-similarity. A fractal set is “infinitely fragmented,” with details that are observable at any arbitrarily chosen scale. By zooming in on a part of such a subset, it is possible to reproduce the entire subset, which is then said to be “self-similar.”
5.1 Definitions and Properties
Informally, a subset of ...
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Fractal Geometry
Stochastic Geometry
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