
The VIKOR (Vlse Kriterijumska Optimizacija Kompromisno Resenje which means multi-criteria optimization and compromise solution, in Serbian) method has already become a quite popular multi-criteria decision making tool for its computational simplicity and solution accuracy. This method focuses on selecting and ranking from a set of feasible alternatives, and determines compromise solution for a problem with conflicting criteria to help the decision maker in reaching a final course of action. It determines the compromise ranking list based on the particular measure of closeness to the ideal solution. Depending upon the type of decision problem and necessity of the decision maker, apart from VIKOR method, different variants of it, like comprehensive VIKOR, fuzzy VIKOR, regret theory-based VIKOR, modified VIKOR and interval VIKOR methods have also been subsequently developed. In this paper, the ranking performance of original VIKOR method and its five variants is analyzed based on two demonstrative examples. It is observed that interval VIKOR method performs unsatisfactorily and when the information in a decision problem is imprecise, fuzzy VIKOR method should always be preferred. But, for any decision problem, original VIKOR is the best method for solution without unnecessarily complicating the related mathematical computations.
Modified VIKOR, Business mathematics. Commercial arithmetic. Including tables, etc., QA299.6-433, Comprehensive VIKOR, Regret theory-based VIKOR, Fuzzy VIKOR, Interval VIKOR, Rank, VIKOR, Analysis, HF5691-5716
Modified VIKOR, Business mathematics. Commercial arithmetic. Including tables, etc., QA299.6-433, Comprehensive VIKOR, Regret theory-based VIKOR, Fuzzy VIKOR, Interval VIKOR, Rank, VIKOR, Analysis, HF5691-5716
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