Abstract
There exist different kinds of hyperrings. If the addition [Formula: see text] is a hyperoperation and the multiplication ⋅ is an ordinary operation, then we can consider an additive hyperring. A special case of this type is the Krasner hyperring. In this paper, we apply the concept of complex fuzzy sets to Krasner hyperrings, define their complex fuzzy hyperideals and identify their properties.
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