Embedding Besov Type spaces $\d$ into tent spaces and Volterra integral operators

Abstract

In this paper, the boundedness and compactness of embedding from Besov Type spaces  $\d$ into tent spaces $T_{q,s}(\mu)$ are investigated ($1\leq p\leq q<\infty$ and $0<\lambda,s<\infty$). As an application, the boundedness and compactness of Volterra integral operator $T_g$ and integral operator $I_g$ from Besov Type spaces $\d$ to $\L$ spaces are also studied.