EXTENDED CESÀRO OPERATORS FROM F(p,q,s) SPACES TO BLOCH-TYPE SPACES IN THE UNIT BALL
EXTENDED CESÀRO OPERATORS FROM F(p,q,s) SPACES TO BLOCH-TYPE SPACES IN THE UNIT BALL
In this paper, we characterize the boundedness and compactness of the extended <TEX>$Ces{\grave{a}}ro$</TEX> operators from general function spaces F(p, q, s) to Bloch-type spaces <TEX>${\mathcal{B}}_{\mu}$</TEX> where <TEX>$\mu$</TEX> is normal function on [0,1).