GRUPO DECISIÓN MULTICRITERIO ZARAGOZA

• AGUARÓN, J.; MORENO-JIMÉNEZ, J. M.(2003): The Geometric Consistency Index: Approximated Thresholds. European Journal of Operational Research, 147 (1), 137-145.

• GALLIZO, J. L.; SALVADOR, M.(2003): Hierarchical Bayesian Analysis of the Partial Adjustment of Financial Ratio. Journal of Economics & Business, 55, 267-283.

• GARGALLO, P.; SALVADOR, M.(2003): Automatic Selective Intervention in Dynamic Linear Models. Journal of Applied Statistics 10, 1161-1185.

• GARGALLO, P.; SALVADOR, M.(2003): Monitoring Residual Autocorrelations in DLM's. Communications in Statistic. Simulation & Computation, 32, 1079-1104.

• MORENO-JIMÉNEZ, J. M.; POLASEK, W.(2003): E-Democracy and Knowledge. A Multicriteria Framework for the New Democratic Era. Journal Multi-criteria Decision Analysis 12, 163-176.

• SALVADOR, M.; GARGALLO, P.(2003): Automatic selective intervention in dynamic linear models. Journal of Applied Statistics, 30, 10, 1161-1184.

• ESCOBAR, M. T.;AGUARÓN, J.; MORENO-JIMÉNEZ, J. M.(2004): A Note On AHP Group Consistency with the GCI. European Journal of Operational Research, 153, 318-322.

• MORENO-JIMÉNEZ, J. M..; POLASEK, W.(2004): e-cognocracy: combining e-democracy and knowledge networks. En Padget, J.; Neira, R. y Diaz de León, J.L. (Eds.) Research on Computing Science 8, 165-175. Méjico.

• Muñoz, L.; Olave, P.; SALVADOR, M.(2004): Joint Selection of the Model and the Information Set in Heteroscedastic Dynamic Models. Communications in Statistics: Theory & Methods, 33, 1.

• SALVADOR, M.; Gallizo, J. L.; GARGALLO, P.(2004): Bayesian Inference in a Matrix Normal Dynamic Linear Model with Unknown Covariance Matrices. Statistics, 38, 307-336.

• SALVADOR, M.; GARGALLO, P.(2004): Joint Monitoring of Several Types of Shocks in Normal Dynamic Linear Models: a Bayesian Decision Theoretic Approach. Journal of Computational & Graphical Statistics.

• SERÓN, F. J.; TORRENS, J. J.; MAGALLÓN, J. A.; TURÓN, A.; BALDASARRI, S.(2004): Geometric and visual modelling of complex stratigraphic structures. Computers & Graphics 28 (4), 585-599.

• TERÁN, P.(2004): A large deviation principle for random upper semicontinuous functions. Proceedings of the American Mathematical Society.

• TERÁN, P.(2004): A note on Yoshida’s optimal stopping model for option pricing. European Journal of Operational Research.

• TERÁN, P.(2004): A random set extension of a strong law of large numbers of Cantrell and Rosalsky. Stochastic Analysis and Applications

• TERÁN, P.(2004): An embedding theorem for convex fuzzy sets. Fuzzy Sets and Systems.

• TERÁN, P.(2004): Cones and decomposition of sub- and supermartingales. Fuzzy Sets and Systems 147, 465-474.

• TERÁN, P.(2004): On limit theorems for t-normed sums of fuzzy random variables. Soft Methodology and random information systems, 289-296. Springer, Berlin.

• MORENO-JIMÉNEZ, J. M.;AGUARÓN, J.; ALTUZARRA, A.; ESCOBAR, M. T.; TURÓN, A.(2005): Decisional tools for knowledge improvement in e-cognocracy. En Böhlen et al. (Eds): TED Conference on e-government 2005. Electronic democracy: The challenge ahead. University Rudolf Trauner-Verlag, Schriftenreihe Informatik 13, pp. 70-78.

• MORENO-JIMÉNEZ, J. M.;AGUARÓN, J.; RALUY, A.; TURÓN, A.(2005): A Spreadsheet Module for Consistent AHP-Consensus Building. Group Decision and Negotiation.Congreso: 20th European Conference on Operations research (EURO XX).

• MORENO-JIMÉNEZ, J. M.; POLASEK, W.(2005): e-cognocracy and the participation of immigrants in e-governance. En Böhlen et al. (Eds): TED Conference on e-government 2005. Electronic democracy: The challenge ahead. University Rudolf Trauner-Verlag, Schriftenreihe Informatik 13, pp. 18-26.

• TERÁN, P. (2005): A radom set extension of a strong law of large numbers of Cantrell and Rosalsky. Stochastic Analysis and Applications 23, 751-756.

• TERÁN, P. (2005): A reduction principale for obtaining Tauberian theorems for statistical convergence in metric spaces. Bulletin of the Belgian Mathematical Society 12, 295-299.

• TERÁN, P. (2005): An embedding theorem for convex fuzzy sets. Fuzzy Sets and System, 152, 191-208.