HAL (France)
open access
Sharp convergence rates for mean field control in the region of strong regularity
We study the convergence problem for mean field control, also known as optimal control of McKean–Vlasov dynamics. We assume that the data is smooth but not convex, and thus the limiting value function U:[0,T]×P2(Rd)→R is Lipschitz, but may not be continuously differentiable. In this setting, the fir
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