Journal of Mathematics Research Characterizing Fuzzy Sets in Ordered $\Gamma$-Semigroups
Abstract
The motivation mainly comes from the fuzzification of sets that are of importance and
interest in ordered semigroups, ordered ternary semigroups and \ogs s.
We can see that \gs s are a generalization of semigroups and ternary semigroups.
In this paper, we characterize the relationship between the \foi s (\fof s) and the \chm s of \foi s (\fof s) in \ogs s
analogous to the characterizations of fuzzy ideals and fuzzy filter in ordered ternary semigroups considered by Chinram and Saelee (Chinram, R. \& Saelee, S., 2010).
interest in ordered semigroups, ordered ternary semigroups and \ogs s.
We can see that \gs s are a generalization of semigroups and ternary semigroups.
In this paper, we characterize the relationship between the \foi s (\fof s) and the \chm s of \foi s (\fof s) in \ogs s
analogous to the characterizations of fuzzy ideals and fuzzy filter in ordered ternary semigroups considered by Chinram and Saelee (Chinram, R. \& Saelee, S., 2010).
This work is licensed under a Creative Commons Attribution 3.0 License.
Journal of Mathematics Research ISSN 1916-9795 (Print) ISSN 1916-9809 (Online)
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