Table Of Content

Journal of Mathematical Economics 21 (1992) 611-612. North-Holland Index Aiyagari, S.R., Walras’ Law and nonoptimal equilibria in overlapping generations models Allen, B. and T. Van Zandt, Uniform continuity of information combination: A corrigendum 453 Bergin, J.. A model of strategic behaviour in repeated games 113 Bergin, J. and D. Bernhardt, Anonymous sequential games with aggregate uncertainty 543 Berliant, M., W. Thomson and K. Dunz, On the fair division of a heterogeneous commodity 201 Bernhardt, D., see J. Bergin 543 Bonnisseau, J.M., Existence of equilibria in the presence of increasing returns: A synthesis 44] Bridges, D.S., The construction of a continuous demand function for uniformly rotund preferences 217 Campbell, D.E., Quasitransitive intergenerational choice for economic environments 229 Caputo, M.R., Fundamental symmetries and qualitative properties in the adjustment cost model of the firm 99 Chen, P., A lower bound for the dimension of the message space of the decentralized mechanisms realizing a given goal 249 Diamantaras, D., Regular public good economies 523 Dow, J. and S.R.C. Werlang, Homothetic preferences 389 Duffie, D. and P.-L. Lions, PDE solutions of stochastic differential utility 577 Dunz, K., see M. Berliant 201 Luenberger, D.G., Benefit functions and duality 461 Gilboa, I. and A. Matsui, A model of random matching 185 Hindy, A., C.-f. Huang and D. Kreps, On intertemporal preferences in continuous time: The case of certainty 401 Huang, C.-f., see A. Hindy 401 Kusumoto, S.-I., Nice demand and concavifiable smooth preferences: Determinateness of a utility function 563 Kamecke, U., On the uniqueness of the solution to a large linear assignment problem 509 Kamien, M.I., S.S. Oren and Y. Tauman, Optimal licensing of cost-reducing innovation 483 Kannai, Y., Non-standard concave utility functions 51 Kehoe, T.J., Gross substitutability and the weak axiom of revealed preference 37 Kreps, D., see A. Hindy 401 Lions, P.-L., see D. Duffie 577 Magill, M. and M. Quinzii, Real effects of money in general equilibrium 301 Makowski, L. and J.M. Ostroy, Vickrey-Clarke-Groves mechanisms in continuum economies: Characterization and existence l Matsui, A., see I. Gilboa 185 Ohashi, K., Corrigendum 199 Oren, S.S., see M.I. Kamien 483 Ostroy, J.M., see L. Makowski l Peck, J., K. Shell and S.E. Spear, The market game: Existence and structure of equilibrium 271 Pietra, T., Indeterminacy in general equilibrium economies with incomplete financial markets: Mixed asset returns 155 Quiggin, J., Efficient sets with and without the expected utility hypothesis: A generalization 395 0304-4068 /92/$05.00 © 1992—Elsevier Science Publishers B.V. All rights reserved 612 Quinzii, M., see M. Magill Scarsini, M., Dominance conditions in non-additive expected utility theory Schweizer, M., Martingale densities for general asset prices Shell, K., see J. Peck Spear, S.E., see J. Peck Streufert, P.A., An abstract topological approach to dynamic programming Tauman, Y., see M.I. Kamien Thomson, W., see M. Berliant Tian, G., Existence of equilibrium in abstract economies with discontinuous payoffs and non-compact choice spaces Van Zandt, T., see B. Allen Vind, K., Two characterizations of bargaining sets Werlang, S.R.C., see J. Dow