Extended Cesàro operators between Bloch-type spaces in the unit ball of Cn

In this paper, we characterize those holomorphic symbols φ in the unit ball of Cn for which the induced extended Cesàro operator (respectively, Bω,0→Bμ,0) is bounded or compact, where ω and μ are normal functions on [0,1). In addition, we obtain some properties of those spaces Bω and Bω,0.