Constructing and applying objective functions. Proceedings of the 4th international conference on econometric decision models constructing and applying objective functions, Univ. of Hagen, Germany, August 28--31, 2000 (Q5950454)

The articles of this volume will be reviewed individually. The preceding conference (3rd, 1995) has been reviewed (see Zbl 0872.00024). Indexed articles: \textit{Bjerkholt, Olav; Strøm, Steinar}, Decision models and preferences: The pioneering contributions of Ragnar Frisch, 17-36 [Zbl 1010.91018] \textit{Merkies, A. H. Q. M.}, Experiments with preference functions., 37-60 [Zbl 1094.91507] \textit{Chebotarev, Pavel}, On the extension of utility functions, 63-74 [Zbl 1010.91023] \textit{Ozbay, Erkut Yusuf}, Numerical representation of binary relations with multiplicative error function: a general case., 75-86 [Zbl 1094.91509] \textit{Sotskov, Alexandre I.}, Utility functions, prices, and cost functions on a lattice of information commodities, 89-103 [Zbl 1012.91014] \textit{Filiz, Emel}, A structure of joint irreducible sets for classically rationalizable choice operators., 104-114 [Zbl 1094.91505] \textit{Tangian, Andranik}, A unified model for cardinally and ordinally constructing quadratic objective functions, 117-169 [Zbl 1012.91013] \textit{Tangian, Andranik}, Constructing separable objective functions, 170-211 [Zbl 1019.91014] \textit{Shor, Naum Z.; Stetsyuk, Petro I.}, Constructing utility functions by methods of nondifferentiable optimization., 215-232 [Zbl 1054.90096] \textit{Bajalinov, Erik}, Adjusting an objective function to a given optimal solution in linear and linear-fractional programming., 233-244 [Zbl 1052.90044] \textit{Wang, Zhiliang; Zhao, Yanling; Zou, Lele; Nagai, Masaeake}, An objective function of artificial psychology for a computer system of fashion fitting., 247-259 [Zbl 1094.91521] \textit{Teibach, Robert}, Ranking of second-hand policies, 260-279 [Zbl 1032.91639] \textit{Pospelov, Igor G.}, Experience in using recursive utility theory, 280-296 [Zbl 1010.91025] \textit{Sukharev, Mikhail G.; Jolkov, Sergei Yu.}, A model for management of a gas-field, 297-308 [Zbl 1012.90537] \textit{Schwarm, Claus}, Constructing quadratic objective functions by linear programming with an application to pure exchange., 309-330 [Zbl 1094.90580] \textit{Hilles, Gudrun; Tangian, Andranik}, Choice of customer products on the basis of a decision model, 331-346 [Zbl 1032.91658] \textit{Koshlai, Ludmilla B.; Mikhalevich, Mikhail V.}, Decision support multifunctional system ''Ukrainian budget'', 349-365 [Zbl 1016.91502] \textit{Weyerstrass, Klaus; Neck, Reinhard}, Towards an objective function for Slovenian fiscal policy-making: a heuristic approach., 366-389 [Zbl 1094.90576] \textit{Heikkinen, Tiina}, On distributed resource allocation in a communication system, 393-407 [Zbl 1007.90012] \textit{Domansky, Victor; Kreps, Victoria}, Social equilibria for competitive resource allocation models, 408-419 [Zbl 1010.91054] \textit{Tangian, Andranik}, Reallocation of budgets with an objective function, 420-440 [Zbl 1014.91057] \textit{Pospelova, Ludmila Ya.; Shananin, Alexandre A.}, A generalization of the nonparametric method in case of trade statistics not satisfying the hypothesis of rational behavior, 443-452 [Zbl 1010.91082] \textit{Shananin, Alexandre A.}, Variation principles in models of economic equilibrium., 453-462 [Zbl 1034.91030] \textit{Hsieh, Hsih-chia}, Uniformly most powerful tests for optimum equilibrium, 463-470 [Zbl 1010.91066] \textit{Yanovskaya, Elena}, A family of the least power values for cooperative TU games, 473-494 [Zbl 1011.91010] \textit{Bregman, Lev M.; Naumova, Natalia I.}, Goal programming solutions generated by utility functions., 495-514 [Zbl 1054.90066] \textit{Khmelnitskaya, Anna B.}, Social welfare functions for different subgroup utility scales., 515-530 [Zbl 1094.91019] \textit{Lutsenko, Michael M.}, Statistical games for discrete distributions, 533-548 [Zbl 1010.91008] \textit{Tangian, Andranik}, A computer program for constructing quadratic objective functions, 549-580 [Zbl 1010.91002]