PEA: core-analogue for non-cohesive games
Aslan F, Duman P, Trockel W (2023)
Economics Bulletin : EB 43(3): 1279-1285.
Zeitschriftenaufsatz
| Veröffentlicht | Englisch
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Autor*in
Aslan, Fatma;
Duman, Papatya;
Trockel, WalterUniBi 
Abstract / Bemerkung
We present in this work the set of partition efficient anticipations, the PEA, that results from our Proposition 1, an analogue for non-balanced TU-games of the Bondareva-Shapley Theorem, as a non-empty core-analogue for nonbalanced TU-games. Our Proposition 2 relates our analysis and the PEA to non-balanced super-additive market games as treated by Inoue (2012).
Erscheinungsjahr
2023
Zeitschriftentitel
Economics Bulletin : EB
Band
43
Ausgabe
3
Seite(n)
1279-1285
eISSN
1545-2921
Page URI
https://pub.uni-bielefeld.de/record/2991440
Zitieren
Aslan F, Duman P, Trockel W. PEA: core-analogue for non-cohesive games. Economics Bulletin : EB. 2023;43(3):1279-1285.
Aslan, F., Duman, P., & Trockel, W. (2023). PEA: core-analogue for non-cohesive games. Economics Bulletin : EB, 43(3), 1279-1285.
Aslan, Fatma, Duman, Papatya, and Trockel, Walter. 2023. “PEA: core-analogue for non-cohesive games”. Economics Bulletin : EB 43 (3): 1279-1285.
Aslan, F., Duman, P., and Trockel, W. (2023). PEA: core-analogue for non-cohesive games. Economics Bulletin : EB 43, 1279-1285.
Aslan, F., Duman, P., & Trockel, W., 2023. PEA: core-analogue for non-cohesive games. Economics Bulletin : EB, 43(3), p 1279-1285.
F. Aslan, P. Duman, and W. Trockel, “PEA: core-analogue for non-cohesive games”, Economics Bulletin : EB, vol. 43, 2023, pp. 1279-1285.
Aslan, F., Duman, P., Trockel, W.: PEA: core-analogue for non-cohesive games. Economics Bulletin : EB. 43, 1279-1285 (2023).
Aslan, Fatma, Duman, Papatya, and Trockel, Walter. “PEA: core-analogue for non-cohesive games”. Economics Bulletin : EB 43.3 (2023): 1279-1285.
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