Resumen

BOUCHET, A.; BENALCAZAR PALACIOS, F.; BRUN, M.  y  BALLARIN, V.L.. Performance analysis of fuzzy mathematical morphology operators on noisy MRI. Lat. Am. appl. res. [online]. 2014, vol.44, n.3, pp. 231-236. ISSN 1851-8796.

Despite a large amount of publications on Fuzzy Mathematical Morphology, little effort was done on systematic evaluation of the performance of this technique. The goal of this work is to compare the robustness against noise of Fuzzy and non Fuzzy Morphological operators when applied to noisy images. Magnetic Resonance Images (MRI) of the brain are a kind of images containing some characteristics that make fuzzy operators an interesting choice, because of their intrinsic noise and imprecision. The robustness was evaluated as the degree in which the results of the operators are not affected by artificial noise in the images. In the analysis we compared different implementation of Fuzzy Mathematical Morphology, and observed that in most of the cases they show higher robustness against noise than the classical morphological operators.

Palabras llave : Biomedical Images; Digital Image Processing; Mathematical Morphology; Fuzzy Mathematical Morphology.