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Dynamic Multi-Attribute Group Decision Making Model Based on Generalized Interval-Valued Trapezoidal Fuzzy Numbers Cover

Dynamic Multi-Attribute Group Decision Making Model Based on Generalized Interval-Valued Trapezoidal Fuzzy Numbers

By: ,   and    
Open Access
|Jan 2015

References

  1. 1. Gorzalczany, M. B. A Method of Inference in Approximate Reasoning Based on Interval- Valued Fuzzy Sets. – Fuzzy Sets and Systems, Vol., 1987, No 1, 1-17.
  2. 2. Turksen, I. B. Interval-Valued Strict Preference with Zadeh Triples. – Fuzzy Sets and Systems, Vol., 1996, No 2, 183-195.
  3. 3. Zadeh, L. A. The Concept of a Linguistic Variable and Its Application to Approximate Reasoning-I. – Information Science, Vol., 1975, No 3, 199-249.
  4. 4. Chen, S. M., L. W. Lee. Fuzzy Multiple Attributes Group Decision-Making Based on the Interval Type-2 TOPSIS Method. – Expert Systems with Applications, Vol., 2010, No 4, 2790-2798.
  5. 5. Wang, G., X. Li. The Applications of Interval-Valued Fuzzy Numbers and Interval-Distribution Numbers. – Fuzzy Sets and Systems, Vol., 1998, No 3, 331-335.
  6. 6. Deschrijver, G. Arithmetic Operators in Interval-Valued Fuzzy Set Theory. – Information Science, Vol., 2007, No 14, 2906-2924.
  7. 7. Vlachos, I. K., G. D. Sergiadis. Subsethood, Entropy, and Cardinality for Interval-Valued Fuzzy Sets-An Algebraic Derivation. – Fuzzy Sets and Systems, Vol., 2007, No 12, 1384-1396.
  8. 8. Xu, Z. S. Choquet Integrals of Weighted Intuitionistic Fuzzy Information. – Information Science, Vol., 2010, No 5, 726-736.
  9. 9. Yang, X., T. Y. Lin, J. Yang, Y. Li, D. Yu. Combination of Interval-Valued Fuzzy Set and Soft Set. – Computers and Mathematics Applications, Vol., 2009, No 3, 521-527.
  10. 10. Chen, S. H. Ranking Fuzzy Numbers with Maximizing Set and Minimizing Set. – Fuzzy Sets and Systems, Vol., 1985, No 2, 113-129.
  11. 11. Chen, S. M., J. H. Chen. Fuzzy Risk Analysis Based on Similarity Measures between Interval- Valued Fuzzy Numbers and Interval-Valued Fuzzy Number Arithmetic Operators. – Expert Systems with Applications, Vol., 2009, No 3, 6309-6317.
  12. 12. Xu, Z. S. On Multi-Period Multi-Attribute Decision Making.– Knowledge-Based Systems, Vol., 2008, No 2, 164-171.
  13. 13. Xu, Z. S., R. R. Yager. Dynamic Intuitionistic Fuzzy Multi-Attribute Decision Making. – International Journal of Approximate Reasoning, Vol., 2008, No 1, 246-262.
  14. 14. Wei, G. W. Some Geometric Aggregation Functions and Their Application to Dynamic Multiple Attribute Decision Making in the Intuitionistic Fuzzy Setting. – International Journal of Uncertainty, Fuzziness and Knowledge-Based Systems, Vol., 2009, No 2, 179-196.
  15. 15. Wei, G. W. Grey Relational Analysis Model for Dynamic Hybrid Multiple Attribute Decision Making. – Knowledge-Based Systems, Vol., 2011, No 5, 672-679.
  16. 16. Su, Z., M. Y. Chen, G. P. Xia, L. Wang. An Interactive Method for Dynamic Intuitionistic Fuzzy Multiattribute Group Decision Making. – Expert Systems with Applications, Vol., 2011, No 12, 15286-15295.
  17. 17. Chen, S. M., J. H. Chen. Fuzzy Risk Analysis Based on Similarity Measures between Interval- Valued Fuzzy Numbers and Interval-Valued Fuzzy Number Arithmetic Operators. – Expert Systems with Applications, Vol., 2009, No 3, 6309-6317.
  18. 18. Yao, J. S., F. T. Lin. Constructing a Fuzzy Flow-Shop Sequencing Model Based on Statistical Data. – International Journal of Approximate Reasoning, Vol., 2002, No 3, 215-234.
  19. 19. Wei, S. H., S. M. Chen. Fuzzy Risk Analysis Based on Interval-Valued Fuzzy Numbers. – Expert Systems with Applications, Vol., 2009, No 3, 2285-2299.
  20. 20. Liu, P. D., F. Jin. A Multi-Attribute Group Decision-Making Method Based on Weighted Geometric Aggregation Operators of Interval-Valued Trapezoidal Fuzzy Numbers. – Applied Mathematical Modelling, Vol., 2012, No 6, 2498-2509.
  21. 21. Aksoy, H. Use of Gamma Distribution in Hydrological Analysis. – Turkish Journal of Engineering and Environmental Science, Vol., 2000, 419-428.
  22. 22. Robson, J. G., J. B. Troy. Nature of the Maintained Discharge of Q, X, and Y Retinal Ganglion Cells of the Cat. – Journal of the Optical Society of America A, Vol., 1987, No 12, 2301-2307.
  23. 23. Xu, Z. S. An Overview of Methods for Determining OWA Weights. – International Journal of Intelligent Systems, Vol., 2005, No 8, 843-865.
  24. 24. Herrera, F., E. Herrera-Viedm a. Linguistic Decision Analysis: Steps for Solving Decision Problems under Linguistic Information. – Fuzzy Sets and Systems, Vol., 2000, 67-82.
DOI: https://doi.org/10.1515/cait-2014-0002 | Journal eISSN: 1314-4081 | Journal ISSN: 1311-9702 (formerly 1314-4081)
Language: English
Page range: 11 - 28
Published on: Jan 31, 2015
Published by: Bulgarian Academy of Sciences, Institute of Information and Communication Technologies
In partnership with: Paradigm Publishing Services

© 2015 Wei Lin, Guangle Yan, Yuwen Shi, published by Bulgarian Academy of Sciences, Institute of Information and Communication Technologies
This work is licensed under the Creative Commons Attribution-NonCommercial-NoDerivatives 3.0 License.