Harmonic measures for symmetric stable processes
Jang-Mei Gloria Wu · Studia Mathematica · 2002
Let $D$ be an open set in ${\mathbb R}^n\ (n \ge 2)$ and $\omega (\cdot ,D)$ be the harmonic measure on $D^{\rm c}$ with respect to the symmetric $\alpha $-stable process $(0 < \alpha < 2)$ killed upon leaving $D$. We study inequalities on volumes or capa