Abstract
The main aim of this paper is to propose a new approach for the ranking of exponential vague sets. The concepts ofexponential vague sets and arithmetic operations between two exponential vague sets are introduced. Theshortcomings of some existing ranking approaches for the ranking of generalized fuzzy sets and intuitionistic fuzzynumbers are pointed out. The proposed method consider not only the rank but also the decision maker optimisticattitude and it is shown that proposed ranking approach is more intuitive and reasonable as compared to existingranking approaches. Also the proposed ranking function satisfies the reasonable properties for the ordering of fuzzyquantity. For practical use, proposed ranking approach is applied to decision making problem.
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