PROPOSAL OF A SOLUTION TO FUZZY TRANSPORTATION PROBLEM USING FUZZY SET APPROACH
Abstract
Gercek problemlerde, miktarlanrun kesin olarak bilinmedigi tasima problemleri ile sik sik karsilasihr. Mevcut stok ve talep miktarlan bazt kontrol edilemeyen etmenlerden dolayi belirsiz olabilir. Bu cahsrnada, birim tasima maliyetleri ile stok ve talep miktarlan bularuk sayilar oldugunda, bularuk sayilann iiyelik fonksiyonlanm kullanarak bularuk tasirna problemini cozen bir algoritma sunduk. Onerilen bu cozurn algoritmasinda, tasima probleminin optimal uygun cozumleri elde edildi. Onerilen cozumtln etkinligini gostermek icin, sayisal ornek verildi. Verilen ornek WINQSB[16] optimizasyon prograrru ile cozuldu.
Keywords
References
- [1]. R.E. Bellmann, L.A. Zadeh, Decision -Making in a fuzxy environment, Management Science 17 (1970), B141-B164.
- [2]. J.Lai, C.L.Hwang, Fuzzy Mathematical Programming, Springer-Verlag, (1992), Berlin.
- [3]. S.T.Liu, C.Kao, Solving fuzzy transportation problem based on extension principle, EuropeanJournal of Operational Research 153(2004) 661-674.
- [4]. W.F. Abd El-Wahed, A multi-objective transportation problem under juzziness,Fuzzy Sets and Systems, 117(2001),27-33.
- [5]. S.Kikuchi, A method to defuzzify the fuzzy number: transportation problem application, Fuzzy sets and Systems 116 (2000),3-9.
- [6]. J .1.Ringuest, D.B.Rinks, Interactive solutions for the linear multiobjective transportation problem, Eur. J.Oper. Res.32 (1987),96-106.
- [7]. S. Chanas, W. Kolodziejczyk, A.Machaj, Ajuzzy approach to the transportation problem, Fuzzy Sets and Systems, 13 (1984),211-221.
- [8]. S. Chanas, D. Kuchta, Fuzzy integer transportation problem, Fuzzy Sets and Systems, 98(1998), 291-298.
Details
Primary Language
Turkish
Subjects
Engineering
Journal Section
Research Article
Authors
Publication Date
June 15, 2007
Submission Date
March 15, 2007
Acceptance Date
May 15, 2007
Published in Issue
Year 2007 Number: 013