摘要：The estimate of the Fractal Dimension, determines the complexity of fractal objects and it may be
extended to many applications. This paper presents a comparative study between some important methods of
estimate of the Fractal Dimension. Based on the experimental comparison between fractal objects and simple
geometrical forms, we do a case study for each technique, observing the implementation, the technique accuracy, and
the variation according to parameters and automation.
关键词：Fractal Dimension, Complexity, BoxCounting, Minkowski, Dividers, Analysis of Cumulative
Intersections.
