Definitions
1.NounA mathematical set that has a non-integer and constant Hausdorff dimension, corresponding to a geometric figure or object that is self-similar at arbitrarily small scales and thus has infinite complexity.
2.NounAn object, system, or idea that exhibits a fractal-like property, such as the property of self-similarity at numerous but not infinitely many scales.
3.AdjectiveHaving the form of a fractal; having to do with fractals.
4.AdjectiveExhibiting a fractal-like property.