Singular fBm-driven SDEs with distributional drifts have densities with Besov regularity and Gaussian tails, and the associated McKean-Vlasov equations are well-posed down to the subcritical scaling threshold.
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On the density of singular SDEs with fractional noise and applications to McKean-Vlasov equations
Singular fBm-driven SDEs with distributional drifts have densities with Besov regularity and Gaussian tails, and the associated McKean-Vlasov equations are well-posed down to the subcritical scaling threshold.