Univrsity Of Tehran Press Financial Research Journal 1024-8153 14 2 2013 01 20 The Application of Non-inferior Set Estimation (NISE) Method in Optimum Portfolio Selection (Case Study: Tehran Security Exchange) The Application of Non-inferior Set Estimation (NISE) Method in Optimum Portfolio Selection (Case Study: Tehran Security Exchange) 1 14 50614 10.22059/jfr.2013.50614 FA Adel Azar Prof. of Management, Tarbiat Modares University, Tehran, Iran 0000-0003-2123-7579 Najmeh Ramooz Ph.D. in Marketing Management, Tarbiat Modares University, Tehran, Iran Ali Reza Atefatdoost Ph.D. Student in Public Administration, Tarbiat Modares University, Tehran, Iran Journal Article 2014 07 02 In most of the multi-criteria decision making problems, it is important to have necessary information about relative importance of each criteria. In this group of problems, weights measure the relative importance of preferences of each criteria in comparison with the other decision making criteria. In this research, the NISE method has been used for mapping Mean-Variance efficient frontier. NISE is a technique for creating sets of non-inferior points. In this technique, preferential information about relative value of each objective is not applicable. This ability is the main advantage of this technique, which in this research has been used for selecting optimum portfolio for investors. In most of the multi-criteria decision making problems, it is important to have necessary information about relative importance of each criteria. In this group of problems, weights measure the relative importance of preferences of each criteria in comparison with the other decision making criteria. In this research, the NISE method has been used for mapping Mean-Variance efficient frontier. NISE is a technique for creating sets of non-inferior points. In this technique, preferential information about relative value of each objective is not applicable. This ability is the main advantage of this technique, which in this research has been used for selecting optimum portfolio for investors. https://jfr.ut.ac.ir/article_50614_7b7755e21c492791f20515dad6a8e206.pdf