Using Fuzzy Mathematical Programming to Solve Two Step Fuzzy Regression Model
碩士 === 國立臺灣科技大學 === 工業管理系 === 88 === Abstract In 1982, Professor Tanaka produced the concept of fuzzy regression analysis. Because the fuzzy regression model was developed by the possibility theory, it is good to estimate and describe variables when data themselves are not comp...
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ndltd-TW-088NTUST0410262016-01-29T04:18:54Z http://ndltd.ncl.edu.tw/handle/03663990216721499625 Using Fuzzy Mathematical Programming to Solve Two Step Fuzzy Regression Model 以模糊數學規劃求解二階段模糊迴歸模式 Sun Ying-Chien 孫瑛鍵 碩士 國立臺灣科技大學 工業管理系 88 Abstract In 1982, Professor Tanaka produced the concept of fuzzy regression analysis. Because the fuzzy regression model was developed by the possibility theory, it is good to estimate and describe variables when data themselves are not complete or imprecise. During the process of model solving , however, because the reason of constraints, the fuzzy regression model was affected by outliers easily. In order to remove this defect, under the basis structure of fuzzy regression analysis, in addition to my viewpoints, I also refer to some scholarly theses to make a new mathematical calculation. In this thesis, I describe and explain the fuzzy least square regression and point out its defects, and add fuzzy linear programming to reduce the effect of outliers to model. Key words:Fuzzy theory、Regression analysis、Fuzzy least square、 Fuzzy linear programming. Hsu Sung-may 徐松梅 2000 學位論文 ; thesis 42 zh-TW |
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碩士 === 國立臺灣科技大學 === 工業管理系 === 88 === Abstract
In 1982, Professor Tanaka produced the concept of fuzzy regression analysis. Because the fuzzy regression model was developed by the possibility theory, it is good to estimate and describe variables when data themselves are not complete or imprecise. During the process of model solving , however, because the reason of constraints, the fuzzy regression model was affected by outliers easily. In order to remove this defect, under the basis structure of fuzzy regression analysis, in addition to my viewpoints, I also refer to some scholarly theses to make a new mathematical calculation. In this thesis, I describe and explain the fuzzy least square regression and point out its defects, and add fuzzy linear programming to reduce the effect of outliers to model.
Key words:Fuzzy theory、Regression analysis、Fuzzy least square、
Fuzzy linear programming.
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Hsu Sung-may |
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Hsu Sung-may Sun Ying-Chien 孫瑛鍵 |
author |
Sun Ying-Chien 孫瑛鍵 |
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Sun Ying-Chien 孫瑛鍵 Using Fuzzy Mathematical Programming to Solve Two Step Fuzzy Regression Model |
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Sun Ying-Chien |
title |
Using Fuzzy Mathematical Programming to Solve Two Step Fuzzy Regression Model |
title_short |
Using Fuzzy Mathematical Programming to Solve Two Step Fuzzy Regression Model |
title_full |
Using Fuzzy Mathematical Programming to Solve Two Step Fuzzy Regression Model |
title_fullStr |
Using Fuzzy Mathematical Programming to Solve Two Step Fuzzy Regression Model |
title_full_unstemmed |
Using Fuzzy Mathematical Programming to Solve Two Step Fuzzy Regression Model |
title_sort |
using fuzzy mathematical programming to solve two step fuzzy regression model |
publishDate |
2000 |
url |
http://ndltd.ncl.edu.tw/handle/03663990216721499625 |
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