Time-dependent equilibria in potential MFGs converge to stationary ones via a novel Lyapunov functional, with a new uniqueness criterion and application to Kuramoto MFG.
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Convergence of Potential Mean-Field Games via Lyapunov Methods
Time-dependent equilibria in potential MFGs converge to stationary ones via a novel Lyapunov functional, with a new uniqueness criterion and application to Kuramoto MFG.