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Publications of V.D. Noghin
Books and proceedings
  1. V.D. Noghin. Decision making in multicriteria environment: a quantitative approach. Fizmatlit, Moscow, 2005. [WWW ] [bibtex-entry]


Articles in journal or book's chapters
  1. V.D. Noghin. A simplified variant of the analytic hierarchy process based on a nonlinear scalarizing function. Computational Mathematics and Mathematical Physics, 44(7):1194-1202, July 2004. [WWW ] [bibtex-entry]


  2. V.D. Noghin. The Edgeworth-Pareto principle and the relative importance of criteria in the case of a fuzzy preference relation. Computational Mathematics and Mathematical Physics, 43(11):1604-1612, November 2003. [WWW ] [bibtex-entry]


  3. V.D. Noghin. A logical justification of the Edgeworth-Pareto principle. Computational Mathematics and Mathematical Physics, 42(7):915-920, July 2002. [WWW ] [bibtex-entry]


  4. V.D. Noghin and I. V. Tolstykh. Using quantitative information on the relative importance of criteria for decision making. Computational Mathematics and Mathematical Physics, 40(11):1529-1536, November 2002. [WWW ] [bibtex-entry]


  5. V. D. Noghin. What is the relative importance of criteria and how to use it in MCDM, pages 59-68. Lecture Notes in Economics and Mathematical Systems. Springer Verlag, Berlin, 2001. [bibtex-entry]


  6. V.D. Noghin. Relative importance of criteria: a quantitative approach. Journal of Multi-Criteria Decision Analysis, 6(6):355-363, 1997. [WWW ] [bibtex-entry]


  7. V.D. Noghin. Upper estimate for a fuzzy set of nondominated solutions. Fuzzy Sets and Systems, 67(3):507-515, November 1994. [WWW ] [bibtex-entry]


  8. V.D. Noghin. Problem 214. Discrete Mathematics, 135:397, 1994. [WWW ] [bibtex-entry]


  9. V.D. Noghin. Estimation of the set of nondominated solutions. Numerical Functional Analysis and Optimization, 12(5&6):507-515, 1991. [bibtex-entry]



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Last modified: Sun Nov 1 08:23:21 2009 by theme1.
This MCDA bibliography is updated by Vincent Mousseau.
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This document was translated from BibTEX by bibtex2html by Grégoire Malandain