Open-loop and closed-loop Nash equilibria of N-player Mean Field Games of Controls converge to the mean field equilibrium at explicit rates under displacement monotonicity, without assuming separable Hamiltonians.
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Quantitative convergence for displacement monotone Mean Field Games of control
Open-loop and closed-loop Nash equilibria of N-player Mean Field Games of Controls converge to the mean field equilibrium at explicit rates under displacement monotonicity, without assuming separable Hamiltonians.