Method Selection of Multi-Attribute Group Decision Making

博士 === 國立成功大學 === 交通管理學系碩博士班 === 97 === Multi-attribute decision making (MADM) is one of the most well known branches of decision making. Several methods have been proposed for solving related problems, but a major criticism of MADM is that different techniques may yield different results for the sa...

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Main Authors: Yu-Wei Chang, 張育維
Other Authors: Yu-Hern Chang
Format: Others
Language:zh-TW
Published: 2009
Online Access:http://ndltd.ncl.edu.tw/handle/64158870851032341230
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spelling ndltd-TW-097NCKU51190052015-11-23T04:03:12Z http://ndltd.ncl.edu.tw/handle/64158870851032341230 Method Selection of Multi-Attribute Group Decision Making 多屬性群體決策方法選擇之研究 Yu-Wei Chang 張育維 博士 國立成功大學 交通管理學系碩博士班 97 Multi-attribute decision making (MADM) is one of the most well known branches of decision making. Several methods have been proposed for solving related problems, but a major criticism of MADM is that different techniques may yield different results for the same problem. Group decision making is an active area of research within MADM, which attempts to aggregate individual judgments into a group judgment. However, different group preference aggregation methods will often lead to different results. Under multiattribute group decision making, various individual preference aggregation methods and MADM approaches often lead to different outcomes for selecting or ranking decision alternatives involving multiple attributes. This suggests that the choice of a specific method will significantly influence the ranking outcome. To help managers make better decisions, a mechanism is thus required for selecting an appropriate outcome for a given MADM problem. An empirical study, entitled “Funding Source Allocation for Public Transportation Subsidy”, was conducted to explain how the proposed approach can be used to help select the best ranking outcome under multiattribute group decision making. Six possible funding sources embodied by four attributes were proposed to subsidize the shortage caused by the welfare policy. AHP was used in data analysis, while two main approaches: aggregating individual judgment (AIJ) and aggregating individual priority (AIP) were used for aggregating information, and SAW, WP and TOPSIS were used for scoring phase. Nine methods were finally used to allocate funding sources. The results show that the method “AIJ and geometric mean for aggregation and WP for the scoring phase” is the best, since its results have the highest degree of consistency degree with experts. Another empirical study, entitled “Green Bus Technology Selection”, was conducted to explain how the proposed approach can be used to select the best ranking outcome under fuzzy multiattribute group decision making. Six possible green bus technologies embodied by six attributes were proposed to select the most appropriate one for Taiwan. Arithmetic and geometric means were used to integrate the fuzzy judgment values of evaluators. SAW, WP and TOPSIS were used for the scoring phase and three defuzzification methods were used to convert the fuzzy data into crisp scores. Eighteen methods were finally formed for solving the problem.The results show that the method “arithmetic mean for aggregating the fuzzy judgment, SAW for MADM phase and center-of-area method for defuzzification” is the best, since it has the highest degree of consistency with experts. Finally, different MADM problems and data sets may lead to the selection of a different method. Yu-Hern Chang 張有恆 2009 學位論文 ; thesis 127 zh-TW
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description 博士 === 國立成功大學 === 交通管理學系碩博士班 === 97 === Multi-attribute decision making (MADM) is one of the most well known branches of decision making. Several methods have been proposed for solving related problems, but a major criticism of MADM is that different techniques may yield different results for the same problem. Group decision making is an active area of research within MADM, which attempts to aggregate individual judgments into a group judgment. However, different group preference aggregation methods will often lead to different results. Under multiattribute group decision making, various individual preference aggregation methods and MADM approaches often lead to different outcomes for selecting or ranking decision alternatives involving multiple attributes. This suggests that the choice of a specific method will significantly influence the ranking outcome. To help managers make better decisions, a mechanism is thus required for selecting an appropriate outcome for a given MADM problem. An empirical study, entitled “Funding Source Allocation for Public Transportation Subsidy”, was conducted to explain how the proposed approach can be used to help select the best ranking outcome under multiattribute group decision making. Six possible funding sources embodied by four attributes were proposed to subsidize the shortage caused by the welfare policy. AHP was used in data analysis, while two main approaches: aggregating individual judgment (AIJ) and aggregating individual priority (AIP) were used for aggregating information, and SAW, WP and TOPSIS were used for scoring phase. Nine methods were finally used to allocate funding sources. The results show that the method “AIJ and geometric mean for aggregation and WP for the scoring phase” is the best, since its results have the highest degree of consistency degree with experts. Another empirical study, entitled “Green Bus Technology Selection”, was conducted to explain how the proposed approach can be used to select the best ranking outcome under fuzzy multiattribute group decision making. Six possible green bus technologies embodied by six attributes were proposed to select the most appropriate one for Taiwan. Arithmetic and geometric means were used to integrate the fuzzy judgment values of evaluators. SAW, WP and TOPSIS were used for the scoring phase and three defuzzification methods were used to convert the fuzzy data into crisp scores. Eighteen methods were finally formed for solving the problem.The results show that the method “arithmetic mean for aggregating the fuzzy judgment, SAW for MADM phase and center-of-area method for defuzzification” is the best, since it has the highest degree of consistency with experts. Finally, different MADM problems and data sets may lead to the selection of a different method.
author2 Yu-Hern Chang
author_facet Yu-Hern Chang
Yu-Wei Chang
張育維
author Yu-Wei Chang
張育維
spellingShingle Yu-Wei Chang
張育維
Method Selection of Multi-Attribute Group Decision Making
author_sort Yu-Wei Chang
title Method Selection of Multi-Attribute Group Decision Making
title_short Method Selection of Multi-Attribute Group Decision Making
title_full Method Selection of Multi-Attribute Group Decision Making
title_fullStr Method Selection of Multi-Attribute Group Decision Making
title_full_unstemmed Method Selection of Multi-Attribute Group Decision Making
title_sort method selection of multi-attribute group decision making
publishDate 2009
url http://ndltd.ncl.edu.tw/handle/64158870851032341230
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