Existence and uniqueness are established for ergodic mean field games of controls with state constraints under monotone coupling and Hamiltonians with at most quadratic growth.
the model problem, Mathema- tische Annalen283(1989), no
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Ergodic Mean Field Games of Controls with State Constraints
Existence and uniqueness are established for ergodic mean field games of controls with state constraints under monotone coupling and Hamiltonians with at most quadratic growth.