For bounded-kernel weakly interacting diffusions with large diffusion, the L2 and Fourier-supremum sizes of chaos are uniformly bounded in time by powers of 1/N, with a central limit theorem for the empirical measure.
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Uniform-in-Time Estimates on the Size of Chaos for Interacting Particle Systems
For bounded-kernel weakly interacting diffusions with large diffusion, the L2 and Fourier-supremum sizes of chaos are uniformly bounded in time by powers of 1/N, with a central limit theorem for the empirical measure.