Fractal dimension based on Minkowski-Bouligand method using exponential dilations


The fractal dimension (FD) is a vital feature used for classification and shape recognition. The most effective method to obtain the FD is that the Bouligand-Minkowski method. But, this technique is computationally exhaustive as a result of of the use of the distance remodel. Presented is a modification in the tactic and a proposed architecture, suitable for field programmable gate array implementation that allows calculating the FD in an exceedingly simple and efficient method.

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