THEOREM OF SYNTHESIS FOR BISEMILATTICE-VALUED FUZZY SETS
Mathematica Moravica, Tome 2 (1998) no. 1.

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Bisemilattice-valued fuzzy set ($B$-fuzzy set) is a mapping from a nonempty set to a bisemilattice. A $B$-fuzzy set has two families of level subsets, one for each ordering of the bisemilat­tice. In this paper, necessary and sufficient conditions under which two families of subsets of a nonempty set are families of level subsets of a $B$-fuzzy set are given. 
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     title = {THEOREM  {OF} {SYNTHESIS}  {FOR} {BISEMILATTICE-VALUED}  {FUZZY}  {SETS}},
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Vera Lazarević; Andreja Tepavčević. THEOREM  OF SYNTHESIS  FOR BISEMILATTICE-VALUED  FUZZY  SETS. Mathematica Moravica, Tome 2 (1998) no. 1. https://geodesic-test.mathdoc.fr/item/MM3_1998_2_1_a4/