Journal
EXPERT SYSTEMS WITH APPLICATIONS
Volume 149, Issue -, Pages -Publisher
PERGAMON-ELSEVIER SCIENCE LTD
DOI: 10.1016/j.eswa.2020.113303
Keywords
Fuzzy number; Fuzzy measures; Choquet integrals; Uncertain; Decision making
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Funding
- Scientific Study Project Higher Learning, Ministry Education of Gansu Province [2017B-51]
- PhD Research Startup Foundation of Lanzhou City University of China [LZCU-BS2015-03]
- key constructive discipline of Lanzhou City University of China [LZCU-ZDJSXK-201709]
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Nowadays, the fuzzy measures and fuzzy integrals have been successfully implemented to solve a variety of uncertain multi-criteria decision-making problems. However, with the growing complexity of the decision-making environment and the diversity of linguistic information in the decision-making process, defining the appropriate and reasonable measures and integrals in the fuzzy logic applications becomes increasingly challenging. As the commonly used interval-valued Sugeno probability space is capable of representing the linguistic information in a more accurate way, in this work, we combine the Choquet integrals with interval-valued Sugeno probability space to develop a new interval-valued function to solve the uncertain multi-criteria decision-making problems. This work first defines the interval-valued Sugeno probability measure based on s-.rules and proposes the Choquet integrals in the interval-valued Sugeno probability space, and then a relevant solution approach is developed to solve the uncertain multi-criteria decision-making problems. The refrigerator components end-of-life strategy determination problem is used as a case study to illustrate the application. (C) 2020 Elsevier Ltd. All rights reserved.
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