Original version of this template was provided by courtesy of Causal Productions (www.causalproductions.com). The headings of the Acknowledgment and the References sections must not be numbered. Organizing Committee wishes to acknowledge all authors for their kind attentions in complying with the formatting instructions in this template. J.Neumann and O.Morgenstern. Princeton University Press, Princeton 1943 Theory of Games and Economic Behaviour. [1] D.Bouyssou. Modelling inaccurate determination uncertainty, imprecision using multiple criteria. In A.Locket and G.Islei, editors, [2] ser. pages 78-87, Springer Improving Decision Making in Organizations, Lecture Notes in Economics and Mathematical Systems, Verlag, Berlin, 1989, vol.335. vol. European Journal of Operational Research, [3] R.Azibi and D.Vanderpooten. “Construction of rule-based aasignment models”, 138, pp.274-293, Feb. 2002. R.Slowinsky S.Greco and B. Matarazzo. Minig decision-rule preference model from rough approximation of preference relation. In [4] 26th pages 1129-1134, Oxford, 2002. Proc. IEEE Annual Int.Conference on Computer Softwre&Applications (COMPSAC 2002), http://www.ispr2018.org/ [5] (2018) The ISPR2018 website [Online]. Available : [Online]. [6] A.Kusiak (2017) ISPR2018 homepage Available: Presentation-Smart-Manufacturing-Sept-13-2017_Vienna.pdf L.Montano-Guzmán. Fuzzy measures and integrals in the MCDA sorting problematic: Methodology and application to the diagnosis [7] PdD Thesis, Université Libre de Bruxelles, Brussels, Belgium, 2002 of firms .
Original version of this template was provided by courtesy of Causal Productions (www.causalproductions.com). The headings of the Acknowledgment and the References sections must not be numbered. Organizing Committee wishes to acknowledge all authors for their kind attentions in complying with the formatting instructions in this template. [1] J.Neumann and O.Morgenstern. Theory of Games and Economic Behaviour. Princeton University Press, Princeton 1943 [2] D.Bouyssou. Modelling inaccurate determination uncertainty, imprecision using multiple criteria. In A.Locket and G.Islei, editors, Improving Decision Making in Organizations, ser. Lecture Notes in Economics and Mathematical Systems, pages 78-87, Springer Verlag, Berlin, 1989, vol.335. [3] R.Azibi and D.Vanderpooten. “Construction of rule-based aasignment models”, European Journal of Operational Research, vol. 138, pp.274-293, Feb. 2002. [4] R.Slowinsky S.Greco and B. Matarazzo. Minig decision-rule preference model from rough approximation of preference relation. In Proc. 26th IEEE Annual Int.Conference on Computer Softwre&Applications (COMPSAC 2002), pages 1129-1134, Oxford, 2002. [5] (2018) The ISPR2018 website [Online]. Available : http://www.ispr2018.org/ [6] A.Kusiak (2017) ISPR2018 homepage [Online]. Available: Presentation-Smart-Manufacturing-Sept-13-2017_Vienna.pdf [7] L.Montano-Guzmán. Fuzzy measures and integrals in the MCDA sorting problematic: Methodology and application to the diagnosis of firms . PdD Thesis, Université Libre de Bruxelles, Brussels, Belgium, 2002
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