Soft int-group and its applications to group theory
In this paper, we define a soft intersection group (soft int-group) on a soft set. This new concept functions as a bridge among soft set theory, set theory and group theory and shows the effect of soft sets on a group structure in the sense of intersection and inclusion of sets. We then derive the basic properties of soft int-groups and give its applications to group theory.
soft int-group soft sets soft int-subgroup normal soft int-subgroup ?-inclusion