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Paper detail

Monotone Operator Methods for Nash Equilibria in Non-Potential Games

We observe that a significant class of Nash equilibrium problems in non-potential games can be associated with monotone inclusion problems. We propose splitting techniques to solve such problems and establish their convergence. Applications to generalized Nash equilibria, zero-sum games, and cyclic proximity problems are demonstrated.

preprint2011arXivOpen access
Luis M. Briceno-AriasPatrick L. Combettes
math.OC
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Luis M. Briceno-AriasPatrick L. Combettes

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