Distributive Properties of Q−neutrosophic Soft Quasigroups

Abstract

The Q−neutrosophic soft quasigroup is a mathematical innovation for dealing with indeterminate occurrences. The characterization of quasigroups using the concept of Q−neutrosophic soft set is an evolving area of study that, in recent times, has attracted pools of researchers. Different researchers have defined the idea of a Q-neutrosophic soft set under associative structures like groups, fields, rings, and modules. The distributive and symmetric properties of the Q−neutrosophic soft quasigroup are examined in this study, which extends the idea of a Q−neutrosophic soft set to a non-associative behavior known as a quasigroup.

Keywords

• q−neutrosophic soft quasigroup
• q−neutrosophic soft set