A STUDY ON SELECTION OF AN INSTITUTION IN HIGHER STUDIES USING PARTIAL BIJECTIVE SOFT SET

Soft set theory plays an important mathematical role in handling uncertainty and decision-making. This article introduced the new concepts of customized soft sets, partial bijective soft sets, and absolute partial bijective soft sets to utilize the intersection property. Also, define a decision formula for constructing a decision set that satisfies the critical limit under consideration. Furthermore, a new decision-making algorithm was introduced to determine the optimal choice of an educational institution for higher studies. The proposed algorithm is used to choose an institution based on key parameters, such as academic reputation, infrastructure, and placement opportunities, for the benefit of students and their parents. Additionally, relevant examples are taken to prove the results.