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Study on Methods for Multiple Attribute Decision Making under Interval Uncertainty

Author: LiZhengWen
Tutor: SongZhenMing
School: Southwest Jiaotong University
Course: Applied Mathematics
Keywords: Interval Numbers Multiple Attribute Decision Making Sequence Decision Matrix
CLC: C934
Type: Master's thesis
Year: 2010
Downloads: 253
Quote: 6
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Abstract


Multi- attribute decision making , also known as a limited program of multi-objective decision-making is an important branch of modern decision science , its theories and methods have a wide range of applications in many fields of economics, management , engineering , and military . Theoretical research , multi-attribute decision-making since its inception has been the key issues of academic concern . In recent years , uncertain multi-attribute decision has aroused extensive attention of academia . Interval Multiple Attribute Decision Making problem is one of a class of uncertain multi- attribute decision making problems . Because policymakers often face complex things uncertain environment , or because of the fuzziness of people 's thinking , decision-makers are often unable or difficult to determine the value of the decision-making information is given to represent the characteristics of the property , but the interval number , which makes interval Multiple attribute Decision Making problems caused a great deal of concern in the academic community . Therefore the study interval the number of multi- attribute decision making problems has important theoretical significance and application value . This paper decision information given in the form of interval numbers multiple attribute decision making theory and research , the work is summarized as follows : (1) briefly Interval Multiple Attribute Decision Making Research , analyzed the main contents of the existing decision-making methods and their need for further research to determine this . ( 2 ) analysis of the comparison method of interval numbers , presents a range of the comparative method , decision matrix normalization , given the new standardized methods , and on this basis , the establishment of more than one sort of interval numbers method. (3 ) the use of this method to solve the instance of an engineering problem , to verify the effectiveness of the proposed method .

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