Regular and strongly soft Γ- relations on fuzzy soft Γ-hyperrings

The concept of fuzzy soft $Gamma$-hyperrings introduced by  J. Zhan et al.  as a generalization of the soft rings. In this paper, we prove the equivalence relation $mu^{ast}$ defined by J. Zhan et al. is a strongly soft $Gamma$-regular relation and hyperoperations defined on quotient fuzzy soft $Gamma$-hyperrings are just operations. Also, we define the equivalence relation $mu^{ast}_I$ as a generalization the relation $mu^{ast}$ and consider quotient fuzzy soft $Gamma$-hyperrings and isomorphism theorems   by thisregular relation.
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