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Original Articles

Some Heronian mean operators with 2-tuple linguistic information and their application to multiple attribute group decision making

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Pages 797-814 | Received 07 Sep 2014, Accepted 22 Mar 2015, Published online: 29 Sep 2015
 

Abstract

With respect to multi-attribute group decision-making problems, in which attribute values take the form of 2-tuple linguistic information, a new decision making method that considers the interrelationships of attribute values is proposed. Firstly, some new aggregation operators of 2-tuple linguistic information based on Heronian mean are proposed, such as 2-tuple linguistic Heronian mean operator (2TLHM) and 2-tuple linguistic weighted Heronian mean operator (2TL-WHB), and some desired properties of the proposed operators are studied. Then, a method based on the 2TLHM and 2TLWHB operators for multiple attribute group decision making is developed. In this approach, the interrelationships of attribute values are considered. Finally, an illustrative example is given to verify the developed approach and to demonstrate its practicality and effectiveness.

JEL Classification:

Additional information

Ye LI. Master, received for University of International Relations in International politics in 2008. Now she is General Manager of Beijing Engineering Research Center of Green Building Technology, and is studying for her doctorate of engineering and project management in Beijing Jiaotong University. She has authored or coauthored more than 6 publications. Research interests: construction supply chain management, construction technology and organisation, construction energy saving and construction engineering management, multiple criteria decision making.

Peide LIU, Doctor, Professor at the School of Management Science and Engineering in Shandong University of Finance and Economics, and assistant director of the Enterprise's Electronic-commerce Engineering Research Center of Shandong. He has authored or coauthored more than 110 publications. His research interests include aggregation operators, fuzzy logic, fuzzy decision making, and their applications.

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