Abstract
We consider transferable-utility, cooperative games, featuring differently informed players. Parties can exchange endowments or undertake joint production, but not pool information. Coalitional contracts must therefore comply with members’ private information. Qualitatively different shadow prices then arise: some for material endowments, others for knowledge. We focus on computable core solutions, generated by shadow prices. Such solutions obtain under standard regularity assumptions.
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References
Allen B., Yannelis N.C.: Differential information economies: Introduction. Econ Theory 18, 263–273 (2001)
Allen B. et al.: Incentives in market games with asymmetric information: the core. In: Aliprantis, C.D. (eds) Assets, Beliefs, and Equilibria in Economic Dynamics, Studies in Economic Theory, vol. 18, Springer, Heidelberg (2004)
Aubin J.P., Ekeland I.: Estimates of the duality gap in nonconvex optimization. Math Oper Res 1, 225–245 (1976)
Aumann R.J., Peleg B.: A note on Gale’s example. J Math Econ 1, 209–211 (1974)
Einy E., Moreno D., Shitovitz B.: Competitive and core allocation in large economies with differential information. Econ Theory 18, 321–332 (2001)
Evstigneev I.V., Flåm S.D.: Sharing nonconvex costs. J Global Optim 20, 257–271 (2001a)
Evstigneev I.V., Flåm S.D.: Stochastic programming: non-anticipativity and Lagrange multipliers. In: Floudras, C.A., Pardalos, P.M. (eds) Encyclopedia of Optimization, vol V, Kluwer, Dordrecht (2001b)
Flåm S.D., Owen G., Saboya M.: The not-quite non-atomic game: non-emptiness of the core in large production games. Math Social Sci 50, 279–297 (2005)
Glycopantis D., Muir A., Yannelis N.C.: An extensive form interpretation of the private core. Econ Theory 18, 293–319 (2001)
Kobayashi T.: Equilibrium contracts for syndicates with differential information. Econometrica 48(7), 1635–1665 (1980)
Koutsougeras L., Yannelis N.C.: Incentive compatibility and information superiority of the core of an economy with differential information. Econ Theory 3, 195–216 (1995)
Owen G.: On the core of linear production games. Math Program 9, 358–370 (1978)
Rockafellar R.T.: Convex Analysis. Princeton University Press, New Jersey (1970)
Rockafellar R.T., Wets J.-B.: Variational Analysis. Springer, Berlin (1998)
Rustichini A., Siconolfi P.: General equilibrium in economies with adverse selection. Econ Theory 37, 1–29 (2008)
Shapley L.S., Shubik M.: On market games. J Econ Theory 1, 9–25 (1969)
Valadier M.: Integration de convexes fermes notamment d’epigraphes inf-convolution continue. RAIR0 4, 57–73 (1970)
Wilson R.: Information, efficiency, and the core of an economy. Econometrica 47, 807–816 (1978)
Yannelis N.C.: The core of an economy with differential information. Econ Theory 1, 183–198 (1991)
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S. D. Flåm is grateful for financial support from E.ON Ruhrgas, Finansmarkedsfondet and NFR project RENERGI. Both authors thank a referee for comments that largely helped to improve the paper.
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Flåm, S.D., Koutsougeras, L. Private information, transferable utility, and the core. Econ Theory 42, 591–609 (2010). https://doi.org/10.1007/s00199-008-0416-y
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DOI: https://doi.org/10.1007/s00199-008-0416-y
Keywords
- Exchange economy
- Cooperative game
- Transferable utility
- Differential information
- Core
- Lagrangian duality
- Value of information