Solving AHP Problems under Incomplete Information using 0-1 Fractional Programming
碩士 === 國立交通大學 === 資訊管理研究所 === 81 === Traditional AHP methods can only slove decision problemswith complete information. This study prposes an optimization thod for solvig AHP problems with icomplete or noisy information. We first transform an AHP problem...
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ndltd-TW-081NCTU03960332016-07-20T04:11:37Z http://ndltd.ncl.edu.tw/handle/87187296231987094978 Solving AHP Problems under Incomplete Information using 0-1 Fractional Programming 資訊不完整下層級分析問題之解析─以0-1分數規劃法求解 Jan Der Guang 詹德光 碩士 國立交通大學 資訊管理研究所 81 Traditional AHP methods can only slove decision problemswith complete information. This study prposes an optimization thod for solvig AHP problems with icomplete or noisy information. We first transform an AHP problem with incomplete infor- mation into a 0-1 fractional programming problem.This 0-1 fractional programming problem is then linearized as a 0-1 programming which is sloved by a branch-bound method to obtain a global solution. Some numerical testing examples show that the proposal method is superior to Satty''s method in following points: 1.decision makers are allowed not to weight all of pairwise criteria. 2.the obtained solution is the global optimal solution. 3.allow a decision maker to specify his "confidence level" and enhance the reliablity and flexibility of AHP method. Mr. Li 黎先生 1993 學位論文 ; thesis 90 zh-TW |
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碩士 === 國立交通大學 === 資訊管理研究所 === 81 === Traditional AHP methods can only slove decision problemswith
complete information. This study prposes an optimization thod
for solvig AHP problems with icomplete or noisy information. We
first transform an AHP problem with incomplete infor- mation
into a 0-1 fractional programming problem.This 0-1 fractional
programming problem is then linearized as a 0-1 programming
which is sloved by a branch-bound method to obtain a global
solution. Some numerical testing examples show that the
proposal method is superior to Satty''s method in following
points: 1.decision makers are allowed not to weight all of
pairwise criteria. 2.the obtained solution is the global
optimal solution. 3.allow a decision maker to specify his
"confidence level" and enhance the reliablity and flexibility
of AHP method.
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author2 |
Mr. Li |
author_facet |
Mr. Li Jan Der Guang 詹德光 |
author |
Jan Der Guang 詹德光 |
spellingShingle |
Jan Der Guang 詹德光 Solving AHP Problems under Incomplete Information using 0-1 Fractional Programming |
author_sort |
Jan Der Guang |
title |
Solving AHP Problems under Incomplete Information using 0-1 Fractional Programming |
title_short |
Solving AHP Problems under Incomplete Information using 0-1 Fractional Programming |
title_full |
Solving AHP Problems under Incomplete Information using 0-1 Fractional Programming |
title_fullStr |
Solving AHP Problems under Incomplete Information using 0-1 Fractional Programming |
title_full_unstemmed |
Solving AHP Problems under Incomplete Information using 0-1 Fractional Programming |
title_sort |
solving ahp problems under incomplete information using 0-1 fractional programming |
publishDate |
1993 |
url |
http://ndltd.ncl.edu.tw/handle/87187296231987094978 |
work_keys_str_mv |
AT janderguang solvingahpproblemsunderincompleteinformationusing01fractionalprogramming AT zhāndéguāng solvingahpproblemsunderincompleteinformationusing01fractionalprogramming AT janderguang zīxùnbùwánzhěngxiàcéngjífēnxīwèntízhījiěxīyǐ01fēnshùguīhuàfǎqiújiě AT zhāndéguāng zīxùnbùwánzhěngxiàcéngjífēnxīwèntízhījiěxīyǐ01fēnshùguīhuàfǎqiújiě |
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