How to combine inconsistent ordinal and cardinal preferences: A satisficing modelling approach

Computers and Industrial Engineering

Volumn 67, Issue 1, 2014, Pages 168-172

  González Pachón, Jacinto ^a   Diaz Balteiro, Luis ^a   Romero, Carlos ^a  

^a UNIVERSIDAD POLITÉCNICA DE MADRID   (Spain)

Author keywords

Goal programming; Inconsistent preferences; Ordinal and cardinal preferences; Preferences aggregation; Satisficing

Indexed keywords

COMPUTATIONALLY EFFICIENT; DISTANCE FUNCTIONS; GOAL PROGRAMMING; INCONSISTENT PREFERENCES; LINEAR PROGRAMMING MODELS; ORDINAL AND CARDINAL PREFERENCES; ORDINAL INFORMATION; SATISFICING;

INDUSTRY;

ENGINEERING;

EID: 84890031317     PISSN: 03608352     EISSN: None     Source Type: Journal    
DOI: 10.1016/j.cie.2013.11.008     Document Type: Article

References (23)

1. Arrow, K. J. (1951). Social choice and individual values. Cowles Commission Monograph 12. New York: John Wiley and Sons.
2. Brandt, F., Conitzer, V., & Endriss, U. (2013). Computational Social Choice. In G. Weiss (Ed.), Multiagent systems (chapter 6). MIT Press.
3. A. Charnes, and W.W. Cooper Goal programming and multiple objective optimization - Part 1 European Journal of Operational Research 1 1977 39 54
4. E.U. Choo, and W.C. Wedley A common framework for deriving preference values from pairwise comparison matrices Computers & Operations Research 31 2004 893 908 (Pubitemid 38204404)
5. L. Díaz-Balteiro, J. González-Pachón, and C. Romero Forest management with multiple criteria and multiple stakeholders: An application to two public forest in Spain Scandinavian Journal of Forest Research 24 2009 87 93
6. L. Diaz-Balteiro, R. Voces, and C. Romero Making sustainability rankings using compromise programming: An application to the European paper industry Silva Fennica 45 2011 761 773
7. J. Fülöp, W.W. Koczkodaj, and S.J. Szarek On some convexity properties of the Least Squares Method for pairwise comparisons matrices without the reciprocity condition Journal of Global Optimization 54 2012 669 687
8. J. González-Pachón, and C. Romero A method for dealing with inconsistencies in pairwise comparisons European Journal of Operational Research 158 2004 351 361
9. J. González-Pachón, and C. Romero Inferring consensus weights from pairwise comparison matrices without suitable properties Annals of Operations Research 154 2007 123 132
10. J. González-Pachón, and C. Romero The design of socially optimal decisions in a consensus scenario OMEGA, International Journal of Management Science 39 2011 179 185
11. R.L. Keeney A group preference axiomatization with cardinal utility Management Science 23 1976 140 145
12. R.L. Keeney, and C.W. Kirkwood Group decision making using cardinal social welfare functions Management Science 22 1975 430 437
13. W.W. Koczkodaj, and M. Orlowski Computing a consistent approximation to a generalized pairwise comparisons matrix Computers and Mathematics with Applications 37 1999 79 85 (Pubitemid 129507899)
14. LINGO (2007). LINGO the modeling language and optimizer. Chicago, Illinois: LINDO Systems Inc.
15. C. Romero Extended lexicographic goal programming: a unifying approach OMEGA, International Journal of Management Science 29 2001 63 71 (Pubitemid 33626481)
16. T.L. Saaty The analytic hierarchy process: Planning, priority setting, and resource allocation 1980 McGraw-Hill New York
17. A. Sen On weights and measurement: informational constraints in social welfare analysis Econometrica 45 1977 1539 1572
18. A. Sen The possibility of social choice American Economic Review 89 1999 349 378
19. H. Simon Rational choice and the structure of the environment Psychological Review 63 1956 129 138
20. H.A. Simon Rational decision making in business organizations American Economic Review 69 1979 493 513
21. R. Voces, L. Diaz-Balteiro, and C. Romero Characterization and explanation of the sustainability of the European wood manufacturing industries: A quantitative approach Expert Systems with Applications 39 2012 6618 6627
22. P.L. Yu A class of solutions for group decision problems Management Science 19 1973 936 946
23. M. Zeleny Multiple criteria decision making 1982 McGraw-Hill New York