Abstract
Abstract
The triangular Atanassov’s intuitionistic fuzzy set (TAIFS), whose membership and non-membership degrees are described by triangular fuzzy numbers, is more suited to real world problems. In this paper, two different aggregation operators based on Bonferroni mean are proposed for aggregating TAIF numbers (TAIFNs). Our proposed operators differ from existing ones because they have the ability to describe the relationships between the aggregated arguments. In addition, relationship between proposed operators and the previous work are disused. After that, an example about supplier selection in the field of supply chain management is given to show the practicability and effectiveness of the proposed operators.
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