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60 Sándor Bozóki[6] Bu<strong>de</strong>scu, D.V., Zwick, R., Rapoport, A. (1986): A comparison of the Eigenvector Method and the GeometricMean procedure for ratio scaling, Applied Psychological Measurement, 10 pp. 69-78.[7] Chu, A.T.W., Kalaba, R.E., Spingarn, K. (1979): A comparison of two methods for <strong>de</strong>termining the weightbelonging to fuzzy sets, Journal of Optimization Theory and Applications 4, pp. 531-538.[8] Cook, W.D., Kress, M. (1988): Deriving weights from pairwise comparison ratio matrices: An ax0iomaticapproach, European Journal of Operations Research, 37 pp. 355-362.[9] Crawford, G., Williams, C. (1985): A note on the analysis of subjective judgment matrices, Journal of MathematicalPsychology 29, pp. 387-405.[10] De Jong, P. (1984): A statistical approach to Saaty’s scaling methods for priorities, Journal of MathematicalPsychology 28, pp. 467-478.[11] DeGraan, J.G. (1980): Extensions of the multiple criteria analysis method of T.L. Saaty (Technical Reportm.f.a. 80-3) Leischendam, the Netherlands: National Institute for Water Supply. Presented at EURO IV, Cambridge,England, July 22-25.[12] Farkas, A., Lancaster, P., Rózsa, P. (2003): Consistency adjustment for pairwise comparison matrices, NumericalLinear Algebra with Applications, 10, pp. 689-700.[13] Farkas, A., Rózsa, P. (2004): On the Non-Uniqueness of the Solution to the Least-Squares Optimization ofPairwsie Comparison Matrices, Acta Polytechnica Hungarica, Journal of Applied Sciences at Budapest PolytechnicHungary, 1, pp. 1-20.[14] Gao, T., Li, T.Y., Wang, X. (1999): Finding isolated zeros of polynomial systems in C n with stable mixedvolumes, J. Symbolic Comput., 28, pp. 187-211.[15] Gass, S.I., Rapcsák, T. (2004): Singular value <strong>de</strong>composition in AHP, European Journal of Operations Research154 pp. 573-584.[16] Golany, B., Kress, M. (1993): A multicriteria evaluation of methods for obtaining weights from ratio-scalematrices, European Journal of Operations Research, 69 pp. 210-220.[17] Hashimoto, A. (1994): A note on <strong>de</strong>riving weights from pairwise comparison ratio matrices, European Journalof Operations Research, 73 pp. 144-149.[18] Jensen, R.E. (1983): Comparison of Eigenvector, Least squares, Chi square and Logarithmic least squaremethods of scaling a reciprocal matrix, Working Paper 153 http://www.trinity.edu/rjensen/127wp/127wp.htm[19] Jensen, R.E. (1984): An Alternative Scaling Method for Priorities in Hierarchical Structures, Journal of MathematicalPsychology 28, pp. 317-332.[20] Li, T.Y. (1997): Numerical solution of multivariate polynomial systems by homotopy continuation methods,Acta Numerica, 6 pp. 399-436.[21] Saaty, T.L. (1980): The analytic hierarchy process, McGraw-Hill, New York.[22] Saaty, T.L., Vargas, L.G. (1984): Comparison of eigenvalues, logarithmic least squares and least squares methodsin estimating ratios, Mathematical Mo<strong>de</strong>ling, 5 pp. 309-324.[23] Zahedi, F. (1986): A simulation study of estimation methods in the Analytic Hierarchy Process, Socio-Economic Planning Sciences, 20 pp. 347-354.

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