Fuzzy inference ruled by else-action (FIRE) operators are a class of nonlin
ear operators which process image data by using fuzzy reasoning. The latest
developments in the field of FIRE operators are presented in this work foc
using on two very important research and application areas: nonlinear filte
ring of noisy images and edge detection. First, a new family of filters for
images corrupted by impulse noise is presented. Due to the adoption of pie
cewise linear fuzzy sets, the proposed approach is able to combine noise ca
ncellation and detail preservation. A method for automatic generation of th
e fuzzy rulebase using the Genetic Algorithms is also presented. Then, a ne
w class of noise-protected operators for edge detection is proposed. By sui
tably choosing fuzzy sets and fuzzy aggregation mechanism, these operators
are able to detect edges in images corrupted by different noise distributio
ns. Many experimental results are reported showing that the proposed operat
ors perform significantly better than other techniques in the literature. (
C) 1999 Elsevier Science B.V. All rights reserved.