超球上F(p,q,s)空间上的几个问题

Several Problems of F(p,q,s) Space on the Unit Ball

探讨了Cn中超球上一般函数空间F(p,q,s)和一些函数空间的相互关系,并证明了当0≤s≤n时F(p,q,s)是Bloch型空间β(q+n+1)/p的真子空间.

The inclusion relations about F（p,q,s） space and some function spaces on the unit ball of C^n are dicussed. At the same time, the authors prove that F（p,q,s）βq＋n＋1/r for 0≤s≤n.