Dynamic resource allocation in fuzzy coalitions: a game theoretic model

Author:

Borkotokey Surajit,Neog Rupok

Publisher

Springer Science and Business Media LLC

Subject

Artificial Intelligence,Logic,Software

Reference12 articles.

1. Aubin, J. P. (1982). Mathematical methods of game and economic theory’ (rev. ed.). North-Holland: Amsterdam.

2. Azrieli, Y., & Lehrer, E. (2007). On some families of cooperative fuzzy games. International Journal of Game Theory, 36, 1–15.

3. Borkotokey, S. (2011). A dynamic solution concept to cooperative games with fuzzy coalitions. Chapter 13 (Book Article). Topics in non-convex optimization: Theory and Applications, Springer Optimization and its Applications 50, Ed. S.K. Mishra, 215–229, Springer.

4. Borkotokey, S., & Neog, R. (2010). Allocating profit among rational players in a fuzzy coalition : A game theoretic model. Group Decision and Negotiation, 21, 4, 439–459, Springer.

5. Branzei, R., Dimitrov, D., & Tijs, S. (2004). Models in cooperative game theory: Crisp, fuzzy and multichoice games. Lecture Notes in Economics and Mathematical Systems, Springer, 556, Berlin.

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