Fractal dimension based on Minkowski‐Bouligand method using exponential dilations
Maximiliam Luppe · Electronics Letters · 2015
The fractal dimension (FD) is an important feature used for classification and shape recognition. The best method to obtain the FD is the Bouligand‐Minkowski method. However, this method is computationally exhaustive because of the use of the distance transform. Presented is a modification in the method and a proposed architecture, suitable for field programmable gate array implementation that enables calculating the FD in a simple and efficient way.