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Stable Allocations of Risk. (2007). Kóczy, László ; Herings, P. Jean-Jacques ; Csóka, Péter ; Laszlo Á. Koczy, ; Csoka, Peter.
In: IEHAS Discussion Papers.
RePEc:has:discpr:0704.

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Cited: 2

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Cites: 16

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Cocites: 50

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Citations received by this document

  1. Balancedness Conditions for Exact Games. (2008). Kóczy, László ; Herings, P. Jean-Jacques ; Csóka, Péter ; Laszlo Á. Koczy, ; Csoka, Peter.
    In: Working Paper Series.
    RePEc:pkk:wpaper:0805.

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  2. Balancedness Conditions for Exact Games. (2007). Kóczy, László ; Herings, P. Jean-Jacques ; Csóka, Péter.
    In: Research Memorandum.
    RePEc:unm:umamet:2007039.

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References

References cited by this document

  1. Acerbi, C., 2002. Spectral measures of risk: A coherent representation of subjective risk aversion. Journal of Banking and Finance 26, 1505-1518.

  2. Acerbi, C., Tasche, D., 2002. On the coherence of expected shortfall. Journal of Banking and Finance 26, 1487-1504.

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  4. Bondareva, Olga N., 1963. Some applications of linear programming methods to the theory of cooperative games (in Russian). Problemy Kybernetiki 10, 119-139.
    Paper not yet in RePEc: Add citation now
  5. Csóka, P., Herings, P. J. J., Kóczy, L. A., 2007a. Balancedness conditions for exact games. Manuscript, pp. 1-14.

  6. Csóka, P., Herings, P. J. J., Kóczy, L. A., 2007b. Coherent measures of risk from a general equilibrium perspective. Journal of Banking and Finance, forthcoming, doi: 10. 1016/j .jbank.n.2006. 10.026 Denault, M., 2001. Coherent allocation of risk capital. Journal of Risk 4, 1-34.

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  11. Owen, G., 1975. On the core of linear production games. Mathematical Programming 9, 358-370.
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  12. Predtetchinski, A., Herings, P. J. J., 2004. A necessary and sufficient condition for the nonemptiness of the core of a non-transferable utility game. Journal of Economic Theory 116, 84-92.

  13. Schmeidler, D., 1972. Cores of exact games. Journal of Mathematical Analysis and Applications 40, 214-225.
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  14. Shapley, L. S., Shubik, M., 1969. On market games. Journal of Economic Theory 1, 9-25.

  15. Shapley, Lloyd 5., 1967. On balanced sets and cores. Naval Research Logistics Quarterly 14, 453-460.

  16. Tijs, S., Parthasarathy, T., Potters, J., Prassad, V. Rajendra, 1984. Permutation games: Another class of totally balanced games. OR Spektrum 6, 119-123.

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