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Description

Dual automorphisms, involutions and intuitionistic negations on the lattice F(X) of Fuzzy Sets taking values on a complete distributive lattice L are characterized. All Symmetric, De Morgan and Intuitionistic Algebras on F(X) and their isomorphisms are described. Finally, negation functions and their conjugated classes are characterized.

Details

Title
On Negations and Algebras in Fuzzy Set Theory
Creator
Esteva, Franceso, Author
Computer Science Division, Publisher
Published
1986-03-19
Full Collection Name
Electrical Engineering & Computer Sciences Technical Reports
Other Identifiers
CSD-87-330
Type
Text
Format
technical reports
Extent
15 p
Archive
The Engineering Library
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