Weighted Cesàro type operators on the weighted Bergman spaces in the unit ball

In this paper, we study weighted Cesàro type operators \[ \mathcal C_{μ,β}^ξ:A_α^{p}(\mathbb B_n) \longrightarrow A_α^{q}(\mathbb B_n) \] induced by measures on $[0,1)$, and obtain boundedness characterizations throughout the range $0<p,q\le\infty$. We first extend the corresponding results on the u