从Blog^α空间到QK（p,q）空间上的Volterra型复合算子

Volterra-type Composition Operators from Blog^α Spaces to QK（p,q） Spaces

记D是复平面的开单位圆盘,H(D)表示D上的解析函数的全体,给出并证明了从Blogα空间到QK(p,q)空间上的Volterra型复合算子有界性和紧性的充分必要条件.

Let D be a unit disk of the complex plane, H（D） be the sum of analytic functions in the open unit disk. The boundeness and the compactness of the Voherra-type composition operators from weighted Bloch-type spaces to QK（p,q）spaces are proved.