We use the concept of 'L-quasi-coincident', in fuzzy set theory, to define L-fuzzy basic proximity, which is a generalization of L-fuzzy proximity (as defined in [10]). We study the following problems: characterization of an L-fuzzy basic proximity, L-fuzzy basic proximity neighbourhoods, the L-fuzzy closure induced by an L-fuzzy basic proximity and the L-fuzzy basic proximity compatible with an L-fuzzy closure operator. © 1988.
CITATION STYLE
Ghanim, M. H. (1988). L-fuzzy basic proximity spaces. Fuzzy Sets and Systems, 27(2), 197–203. https://doi.org/10.1016/0165-0114(88)90148-0
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