On the construction of interval-valued fuzzy morphological operators

@article{Mlange2011OnTC,
  title={On the construction of interval-valued fuzzy morphological operators},
  author={Tom M{\'e}lange and Mike Nachtegael and Peter Sussner and Etienne E. Kerre},
  journal={Fuzzy Sets and Systems},
  year={2011},
  volume={178},
  pages={84-101}
}
Classical fuzzy mathematical morphology is one of the extensions of original binary morphology to greyscale morphology. Recently, this theory was further extended to interval-valued fuzzy mathematical morphology by allowing uncertainty in the grey values of the image and the structuring element. In this paper, we investigate the construction of increasing… CONTINUE READING