Weighted composition operators from area Nevanlinna spaces into Bloch spaces

Let H(D)H(D) denote the class of all analytic functions on the open unit disk DD of CC. Let φφ be an analytic self-map of DD and u∈H(D)u∈H(D). The weighted composition operator is defined by(uCφf)(z)=u(z)f(φ(z)),f∈H(D).The boundedness and compactness of weighted composition operators from area Nevanlinna spaces into Bloch spaces and little Bloch spaces are characterized in this paper.