Generalized fuzzy ideals of near-rings

The concept of $ (\bar \in ,\bar \in \vee \bar q) $ (\bar \in ,\bar \in \vee \bar q) -fuzzy subnear-rings (ideals) of a near-ring is introduced and some of its related properties are investigated. In particular, the relationships among ordinary fuzzy subnear-rings (ideals), (∈,∈∨q)-fuzzy subnear-rings (ideals) and $ (\bar \in ,\bar \in \vee \bar q) $ (\bar \in ,\bar \in \vee \bar q) -fuzzy subnear-rings (ideals) of near-rings are described. Finally, some characterization of μ] _t is given by means of (∈,∈∨q)-fuzzy ideals.