A fuzzy assessment framework to select among transportation investment projects in Turkey

Expert Systems with Applications

Volumn 39, Issue 1, 2012, Pages 74-80

  Özkir, Vildan ^a   Demirel, Tufan ^a  

^a YILDIZ TECHNICAL UNIVERSITY   (Turkey)

Author keywords

Entropy; Fuzzy AHP; Fuzzy linear programming; Project portfolio selection; Transportation

Indexed keywords

COST PRESSURES; ECONOMIC CRITERIA; FUZZY AHP; FUZZY ANALYTIC HIERARCHY PROCESS; FUZZY ASSESSMENTS; FUZZY LINEAR PROGRAMMING; FUZZY LINEAR PROGRAMMING MODELS; MULTI-CRITERION; PROJECT PORTFOLIO SELECTION; SELECTION PROCESS; TRANSPORTATION INVESTMENTS;

COMPUTER PROGRAMMING; HIERARCHICAL SYSTEMS; LINEAR PROGRAMMING; TRANSPORTATION;

ENTROPY;

EID: 81855204967     PISSN: 09574174     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.eswa.2011.06.051     Document Type: Article

References (27)

1. R. Bellman, and L.A. Zadeh Decision-making in a fuzzy environment Management Science 17B 1970 141 164
2. J. Berechman (404 p.) The evaluation of transportation investment projects Routledge advances in management and business studies 2009 Routledge ISBN: 978-0-415-77715-5
3. C-T. Chen Extensions of the TOPSIS for group decision-making under a fuzzy environment Fuzzy Sets and Systems 114 1 2000 1 9
4. C-H. Cheng Evaluating naval tactical missile systems by fuzzy AHP based on the grade value of membership function European Journal of Operational Research 96 1996 343 350
5. C. Cheng A new approach for ranking fuzzy numbers by distance method Fuzzy Sets and Systems 95 3 1998 307 317
6. L. Chen, and H. Lu An approximate approach for ranking fuzzy numbers based on left and right dominance Computers and Mathematics with Applications 41 2001 1589 1602
7. L. Chen, and F. Tsai Fuzzy goal programming with different importance and priorities European Journal of Operational Research 133 3 2001 548 556
8. T. Chu, and C. Tsao Ranking fuzzy numbers with an area between the centroid point and original point Computers and Mathematics with Applications 43 1-2 2002 111 117
9. T. Efendigil, S. Onut, and E. Kongar A holistic approach for selecting a third-party reverse logistics provider in the presence of vagueness Computers & Industrial Engineering 54 2 2008 269 287
10. P. Ferrari A method for choosing from among alternative transportation projects European Journal of Operational Research 150 1 2003 194 203
11. H. Hatami-Marbini, and M. Tavana An extension of the Electre I method for group decision-making under a fuzzy environment Omega 39 4 2011 373 386
12. J.Y. Iniestra, and J.G. Gutierrez Multicriteria decisions on interdependent infrastructure transportation projects using an evolutionary-based framework Applied Soft Computing 9 2 2009 512 526
13. G.J. Klir, and B. Yan Fuzzy sets and fuzzy logic theory and applications 1995 Prentice-Hall International, Inc. London
14. C.K. Kwong, and H. Bai A fuzzy AHP approach to the determination of importance weights of customers requirements in quality function deployment Journal of Intelligent Manufacturing 13 2002 367 377
15. H. Maeda, and S. Murakami The use of a fuzzy decision-making method in a large-scale computer system choice problem Fuzzy Sets and Systems 54 3 1993 235 249
16. R. Narasimhan Goal programming in a fuzzy environment Decision Sciences 11 1980 325 336
17. X. Ruoning, and Z. Xiaoyan Extensions of the analytic hierarchy process in fuzzy environment Fuzzy Sets and Systems 52 3 1992 251 257
18. C.E. Shannon A mathematical theory of communication Bell System Technical Journal 27 1948 379 423
19. C.G. en, and G. inar Evaluation and pre-allocation of operators with multiple skills: A combined fuzzy AHP and max-min approach Expert Systems with Applications 37 3 2010 2043 2053
20. J.-Y. Teng, and G.-H. Tzeng Transportation investment project selection using fuzzy multiobjective programming Fuzzy Sets and Systems 96 3 1998 259 280
21. E. Triantaphyllou Multi-criteria decision making methods: A comparative study 2000 Kluwer Academic Publishers Netherlands
22. E. Triantaphyllou, and S.H. Mann An evaluation of the eigenvalue approach for determining the membership values in fuzzy sets Fuzzy Sets and Systems 35 3 1990 295 301
23. Y. Wang, and T.M.S. Elhag On the normalization of interval and fuzzy weights Fuzzy Sets and Systems 157 2006 2456 2471
24. F. Wu, Y. Lee, and M. Lin Using the fuzzy analytic hierarchy process on optimum spatial allocation International Journal of Industrial Ergonomics 33 2004 553 569
25. R.R. Yager Entropy and specificity in a mathematical theory of evidence Book series studies in fuzziness and soft computing Vol. 219 2008 Springer Berlin/Heidelberg
26. Zadeh, L. A. (1965). Fuzzy sets. ERL Report No.64-44, Berkeley: University of California.
27. H.J. Zimmermann Description and optimization of fuzzy system International Journal of General System 2 1976 209 216