Extended lattice-ordered structures for \(L\)-fuzzy sets and \(L\)-fuzzy numbers
An \(L\)-fuzzy set \(A\) is a mapping of a set \(X\) into another set \(L\). In this the operations on \(L^ X\), which are extended from operations on \(X\) by the extension principle, are considered. The author obtains a similar complete lattice-ordered monoid constituted by extended operations.
scientific article; zbMATH DE number 487504
scientific article