Intuitionistic fuzzy hypersoft topology and ıts applications to multi-criteria decision-making.

The aim of this paper is to introduce the concept of intuitionistic fuzzy hypersoft to pology. Certain properties of intuitionistic fuzzy hypersoft (IFH) to pology like IFH basis, IFH subspace, IFH interior and IFH cloure are investigated. Furthermore, the multicriteria decision making (MCDM) algorithms with aggregation operators based on IFH topology are developed. In Algorithm 1 and Algorithm 2, MCDM problem is applied for IFH sets and IFH topology, respectively. Any real-life implementations of the proposed MCDM algorithms are demonstrated by numerical illustrations. [ABSTRACT FROM AUTHOR]