PROPERTIES OF beta-CESARO OPERATORS ON alpha-BLOCH SPACE

摘要

For each alpha > 0, the alpha-Bloch space consists of all analytic functions f on the unit disk satisfying sup(vertical bar z vertical bar<1 )(1 - vertical bar z vertical bar(2))(alpha)vertical bar f'(z)vertical bar < +infinity. We consider the following complex integral operators, namely the beta-Cesaro operator