A Study on Soft R I -Perfect sets, Soft L I- Perfect sets via Soft Ideals

In general topological spaces, the sets which are equal to derived sets are called perfect sets. In this paper we idealize the concept of perfectness to soft sets via soft ideals and through which we reflect the impressions of soft L I -Perfect, soft R I -Perfect set used on soft ideal topological space $(SS(X)E,\ \tau\, \mathcal{f})$. Also, we discussed the properties of these new soft L I -Perfect and soft R I -Perfect sets.