Generalized Nash Equilibrium Problems

Author:

Facchinei Francisco,Kanzow Christian

Publisher

Springer Science and Business Media LLC

Subject

Management Science and Operations Research,General Decision Sciences

Reference116 articles.

1. Adida, E., & Perakis, G. (2006a). Dynamic pricing and inventory control: uncertainty and competition. Part B: an algorithm for the normalized Nash equilibrium. Operations Research Center, Sloan School of Management, MIT, Technical Report.

2. Adida, E., & Perakis, G. (2006b). Dynamic pricing and inventory control: uncertainty and competition. Par A: existence of Nash equilibrium. Operations Research Center, Sloan School of Management, MIT, Technical Report.

3. Altman, E., & Wynter, L. (2004). Equilibrium games, and pricing in transportation and telecommunication networks. Networks Spatial Economics, 4, 7–21.

4. Altman, E., Pourtallier, O., Haurie, A., & Moresino, F. (2000). Approximating Nash equilibria in nonzero-sum games. International Game Theory Review, 2, 155–172.

5. Antipin, A. S. (2000a). Solution methods for variational inequalities with coupled constraints. Computational Mathematics and Mathematical Physics, 40, 1239–1254.

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