Dejun Luo

activity

20102025

most citedHigh mode transport noise improves vorticity blow-up control in 3D Navier-Stokes equations

78 citations · 372 across the 53 of their papers we have counts for

collaborators

Showing 2014Show all

3 papers · 1 filter

math.PR2014★ 6 cited

Exponential Convergence in $L^{p}$ -Wasserstein Distance for Diffusion Processes without Uniformly Dissipative Drift

Dejun Luo, Jian Wang

By adopting the coupling by reflection and choosing an auxiliary function which is convex near infinity, we establish the exponential convergence of diffusion semigroups $(P_t)_{t\…

math.PR2014★ 5 cited

Uniform Hölder Estimates on Semigroups Generated by Non-Local Operators of Variable Order

Dejun Luo, Jian Wang

We consider the non-local operator of variable order as follows $$Lf(x)= \int_{\R^d\setminus\{0\}}\big(f(x+z)-f(x)-\<\nabla f(x),z\> \I_{\{|z|\le 1\}}\big)\frac{n(x,z)}{|z|^{d+α(x)…

math.PR2014

Quasi-invariance of the stochastic flow associated to Itô's SDE with singular time-dependent drift

Dejun Luo

In this paper we consider the Itô SDE $d X_{t} = d W_{t} + b (t, X_{t}) d t, X_{0} = x \in R^{d},$ where $W_{t}$ is a $d$ -dimensional standard Wiener process and the drift coefficien…

Exponential Convergence in Lp-Wasserstein Distance for Diffusion Processes without Uniformly Dissipative Drift

Uniform Hölder Estimates on Semigroups Generated by Non-Local Operators of Variable Order

Quasi-invariance of the stochastic flow associated to Itô's SDE with singular time-dependent drift

Exponential Convergence in $L^{p}$ -Wasserstein Distance for Diffusion Processes without Uniformly Dissipative Drift