We study boundary trace process of a reflected diffusion for uniform domains. We obtain
stable-like heat kernel estimates for the boundary trace process of a reflected diffusion for …

In the present paper we consider elliptic operators $ L=-div (A\nabla) $ in a domain bounded
by a chord-arc surface $\Gamma $ with small enough constant, and whose coefficients $ A …

We show that if Ω is a vanishing chord-arc domain and L is a divergence-form elliptic
operator with Hölder-continuous coefficient matrix, then log⁡ k L∈ VMO, where k L is the …

In this article, we give an alternative and simpler proof of the solvability of the regularity
problem-ie the Dirichlet problem with boundary data in $ W^{1, p} $-for uniformly elliptic …

Here we investigate the small constant case of a characterization of A∞ weights due to
Fefferman, Kenig and Pipher. We also give an application of our result to the study of elliptic …

We investigate the small constant case of a characterization of $ A_\infty $ weights due to
Fefferman, Kenig and Pipher. In their work, Fefferman, Kenig and Pipher bound the …