Uniform in time propagation of chaos for the 2D vortex model and other singular stochastic systems
arXiv:2108.08675
Abstract
In this article, we adapt the work of Jabin and Wang (2018) to show the first result of uniform in time propagation of chaos for a class of singular interaction kernels. In particular, our models contain the Biot-Savart kernel on the torus and thus the 2D vortex model.
New version with minor modifications for publication