Fuzzy Mathematical Morphology on Complete Lattices
Ting Deng · Mohu xitong yu shuxue · 2001
Mathematical morphology has been widely applied to signal and image processing. In this paper,within the complete lattice framework, employed fuzzy logical operations and adjunction, fuzzy morphological operations have been proposed. The properties of these operations are discussed deeply. Especially,by this approach to fuzzy morphology, fuzzy closing and fuzzy opening have desirable properties. The links between fuzzy morphological operations and classical morphological operations have been investigated.