2 citations · 4 across the 7 of their papers we have counts for
8 papers
Exact rate of convergence for the empirical measure of a subordinated process in -Wasserstein distance
René L. Schilling, Bingyao Wu
We establish exact rates of convergence in the -Wasserstein distance for the empirical measure of a class of non-symmetric jump processes, which are subordinated to a diffusion…
On Limit Formulas for Besov Seminorms and Nonlocal Perimeters in the Dunkl Setting
Huaiqian Li, Bingyao Wu
We investigate the limiting behavior of Besov seminorms and nonlocal perimeters in Dunkl theory. The present work generalizes two fundamental results: the Maz'ya--Shaposhnikova for…
Asymptotics of Kantorovich Distance for Empirical Measures of the Laguerre Model
Huaiqian Li, Bingyao Wu
We estimate the rate of convergence for the Kantorovich (or Wasserstein) distance between empirical measures of i.i.d. random variables associated with the Laguerre model of order…
Wasserstein Convergence for Empirical Measures of Subordinated Fractional Brownian Motions on the Flat Torus
Huaiqian Li, Bingyao Wu
We estimate rates of convergence for empirical measures associated with the subordinated fractional Brownian motion to the uniform distribution on the flat torus under the Wasserst…
Wasserstein Convergence for Empirical Measures of Subordinated Dirichlet Diffusions on Riemannian Manifolds
Huaiqian Li, Bingyao Wu
We investigate long-time behaviors of empirical measures associated with subordinated Dirichlet diffusion processes on a compact Riemannian manifold with boundary …
Wasserstein Convergence for Conditional Empirical Measures of Subordinated Dirichlet Diffusions on Riemannian Manifolds
Huaiqian Li, Bingyao Wu
The asymptotic behaviour of empirical measures has plenty of studies. However, the research on conditional empirical measures is limited. Being the development of Wang \cite{eW1},…
Wasserstein Convergence Rates for Empirical Measures of Subordinated Processes on Noncompact Manifolds
Huaiqian Li, Bingyao Wu
The asymptotic behaviour of empirical measures has been studied extensively. In this paper, we consider empirical measures of given subordinated processes on complete (not necessar…
Wasserstein Convergence for Empirical Measures of Subordinated Diffusions on Riemannian Manifolds
Feng-Yu Wang, Bingyao Wu
Let be a connected compact Riemannian manifold possibly with a boundary, let such that $μ(\d x):=\e^{V(x)}\d x$ is a probability measure, where $\d x$ is the volu…