Hardy Spaces ($0<p<\infty$) over Lipschitz Domains

Guantie Deng, Rong Liu

Let $0<p<\infty$, $\Gamma$ be a Lipschitz curve on the complex plane~$\mathbb{C}$ and ${\Omega }_{+}$ is the domain above $\Gamma$, we define Hardy space $H^p({\Omega }_{+})$ as the set of analytic functions $F…