CORRESPONDENCE BETWEEN FUZZY h-IDEALS OF A Γ-HEMIRING AND FUZZY h-IDEALS OF ITS OPERATOR HEMIRINGS

In this paper we define a correspondence between the set of all fuzzy h-ideals of a Γ-hemiring S and the set of all fuzzy h-ideals of the operator hemirings of that Γ-hemiring. We deduce that the lattice of all fuzzy h-ideals of a Γ-hemiring is isomorphic to the lattice of all fuzzy h-ideals ofthe operator hemirings of that Γ-hemiring. Finally, the cartesian product of corresponding fuzzy h-ideals is defined and a characterization is obtained.