Application of fuzzy multiple attribute decision making in mining operations

被引:25
作者
Kesimal, A [1 ]
Bascetin, A
机构
[1] Karadeniz Tech Univ, Dept Mineral Engn, TR-61080 Trabzon, Turkey
[2] Univ Istanbul, Min Engn Dept Avcilar, TR-34850 Istanbul, Turkey
来源
MINERAL RESOURCES ENGINEERING | 2002年 / 11卷 / 01期
关键词
Fuzzy environment - Fuzzy multiple attribute decision making - Mining operations - Mining systems - Underground mining;
D O I
10.1142/S0950609802000835
中图分类号
TD [矿业工程];
学科分类号
0819 ;
摘要
This paper presents a fuzzy multiple attribute decision making as an innovative tool for criteria aggregation in mining decision problems. So far, various types of formulations or solution methods have been proposed with mining systems, but most of them exclusively considered linear functions as objective functions. Real world study is decision making under subjective constraints of different importance, after using uncertain data (linguistic variables), where compromises between competing criteria axe allowed. It seems however that this technique is still very little known in mining. It is one of the aims of this case study to disseminate this technology in many mining fields. The paper is divided into four sections. The first section provides an overview of the underlying concepts and theories of multiple attribute decision making in a fuzzy environment and the scope of this type of search. The second section introduces few applications of fuzzy set theory to mining industry problems reported in the literature. Some of these applications axe briefly reviewed. The third section presents two case studies which illustrate the application of the system for equipment selection in surface mining and method selection in underground mining in a fuzzy environment, and highlight the flexible nature of the approach. Details of alternative systems and their criterion of each operation are given. And finally the fourth section presents the concluding remarks.
引用
收藏
页码:59 / 72
页数:14
相关论文
共 26 条
[1]  
[Anonymous], INT J SURF MIN RECLA
[2]  
Bandopadhyay S., 1986, P 19 INT S APPL COMP, P321
[3]  
Bandopadhyay S., 1987, INT J SURF MIN, V1, P55, DOI DOI 10.1080/09208118708944102
[4]  
Bandopadhyay S, 1987, INT J MIN GEOL ENG, V5, P149
[5]  
BASCETIN A, 1998, 5 NAT OP PIT MIN C B, P322
[6]  
BASCETIN A, 1999, THESIS U ISTANBUL IS
[7]  
DUBOIS D, 1992, FUZZY SETS SYSTEMS, V51, P119
[8]  
Gershon M. A., 1993, P 24 INT S APPL COMP, V3, P11
[9]  
HERZOG D, 1996, P 26 INT S APPL COMP, P323
[10]  
Kandel A., 1986, FUZZY MATH TECHNIQUE