On 1-Absorbing Fuzzy Ideals of Commutative Semirings

Abstract

In this study, our goal is to first examine the algebraic
 structure of 1-absorbing ideals and apply them on fuzzy sets, and to
 examine the relationships and algebraic properties between them. In this work,
 the contribution to the literature, the 1-absorbing fuzzy primary ideal is be
 examined. We look at some of the features of 1-absorbing fuzzy primary ideals.
 For instance, we show that I is a 1-absorbing fuzzy primary ideal of P if I
 is a fuzzy primary ideal of P and I is a 2-absorbing fuzzy primary ideal of P
 if I is a 1-absorbing fuzzy primary ideal of P. After that, we explain these
 theorems with instances.