计算机科学与探索Issue(6)：734-739,6.DOI:10.3778/j.issn.1673-9418.1409055
FH-OWA算子及其在模糊多属性决策中的应用
FH-OWA Operator and Its Application in Fuzzy Multiple Attribute Decision Making
摘要
Abstract
In reality, most of the decision making is fuzzy decision making, and the result depends largely on the selection of aggregation operators. In order to be more scientific and reasonable in the decision making process, this paper studies the Heronian ordered weighted averaging operator (H-OWA). In view of the advantages and limitations of H-OWA operator, this paper proposes a new fuzzy Heronian ordered weighted averaging operator (FH-OWA) based on triangle fuzzy numbers and proves its properties, such as commutativity, idempotency, boundedness and alternating. Finally, by applying the FH-OWA operator to a fuzzy multiple attribute decision making problem and compared with the original literature, the results show that the FH-OWA operator places strong emphasis on the“consistency”of all decision-makers’opinions rather than some individual experts’authority.关键词
模糊决策/三角模糊数/H-OWA算子/FH-OWA算子Key words
fuzzy decision making/triangular fuzzy number/H-OWA operator/FH-OWA operator分类
数理科学引用本文复制引用
梁鑫,裴道武..FH-OWA算子及其在模糊多属性决策中的应用[J].计算机科学与探索,2015,(6):734-739,6.基金项目
The National Natural Science Foundation of China under Grant Nos.11171308,61379018,61472471,51305400(国家自然科学基金) （国家自然科学基金）
