对Blog^α空间到QT,s空间的积分型算子为有界算子进行等价刻画.利用|f(z)|的估计讨论了Blog^α空间到QT,s空间的积分型算子(CФJτf)(z)=f0^Ф(z)f(ξ)τ′dξ和(CФJτf)(z)=f0^z(f°Ф)(ξ)τ′dξ亭的有界性,并给出了Blog^α空间到QT,s空间的积分型算子有界的充分必要条件.
In this paper, the equivalent characterizations of boundedness of integral type composition operators acting from Blog^α spaces to QT,s spaces are given.