Abstract
The paper is a reflection of ?fuzzy sets? applied to ?hyper p-ideals? and their comparison with simple ?fuzzy hyper BCK-ideals?. The idea of ?fuzzy (weak, strong) hyper p-ideals? is presented and characterization of these ideals is conferred using different concepts like that of ?level subsets, hyper homomorphic pre-image? etc. The connections between ?fuzzy (weak, strong) hyper p-ideals? are discussed and ?the strongest fuzzy relation? on a ?hyper BCK-algebra? is conferred.
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