Classical and Fuzzy Approaches towards Mathematical Morphology
Mike Nachtegael, Etienne E. Kerre · Studies in fuzziness and soft computing · 2000
Fuzzy mathematical morphology is an alternative extension of binary morphology to gray-scale morphology, using techniques from fuzzy set theory. In this chapter we first review the basic definitions and properties of binary and classical gray-scale mathematical morphology. Next we present a general logical framework for fuzzy morphology. Finally, we give an extensive overview of other recent fuzzy approaches towards mathematical morphology, and show how they all fit into the general logical framework.