Abstract
We introduce, on some examples, the main tools to analyze the convergence rate of sto- chastic particle methods for the numerical approximation of some nonlinear parabolic PDEs. We treat the case of Lipschitz coecients as well as the case of viscous scalar conservation laws. We also discuss some particular aspects like the case of a bounded spatial domain or the use of a Romberg extrapolation as a speed up procedure.
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