activity
19982026
most citedHarnack inequality and applications for stochastic generalized porous media equations

124 citations · 988 across the 137 of their papers we have counts for

collaborators

140 papers

math.PR2026

Dimension-free Convergence Rate in Sliced Wasserstein Distance for Empirical Measures of Markov Processes

Feng-Yu Wang

To derive dimension-free convergence rates of empirical measures for Markov processes on a Banach space, we adopt the sliced Wasserstein distance (SW distance) induced by a probabi…

math.PR2023

Entropy Estimate for Degenerate SDEs with Applications to Nonlinear Kinetic Fokker-Planck Equations

Zhongmin Qian, Panpan Ren, Feng-Yu Wang

The relative entropy for two different degenerate diffusion processes is estimated by using the Wasserstein distance of initial distributions and the difference between coefficient…

math.PR2023

Singular Degenerate SDEs: Well-Posedness and Exponential Ergodicity

Panpan Ren, Martin Grothaus, Feng-Yu Wang

The well-posedness and exponential ergodicity are proved for stochastic Hamiltonian systems containing a singular drift term which is locally integrable in the component with noise…

math.PR2023

Convergence in Wasserstein Distance for Empirical Measures of Non-Symmetric Subordinated Diffusion Processes

Feng-Yu Wang

By using the spectrum of the underlying symmetric diffusion operator, the convergence in -Wasserstein distance is characterized for the empirical measur…

math.PR2023★ 1 cited

Bi-Coupling Method and Applications

Panpan Ren, Feng-Yu Wang

By developing a new technique called the bi-coupling argument, we estimate the relative entropy between different diffusion processes in terms of the distances of initial distribut…

math.DG2022

Covariant Riesz transform on differential forms for

Li-Juan Cheng, Anton Thalmaier, Feng-Yu Wang

In this paper, we study -boundedness () of the covariant Riesz transform on differential forms for a class of non-compact weighted Riemannian manifolds without assu…