单位球上Q_(K)(p,q)空间与F(p,q,s)空间的包含关系

The Relations Between Q_(K)(p,q) Spaces and F(p,q,s) Spaces on the Unit Ball

Q_(K)(p,q)空间的性质依赖核函数K(r)的选取,F(p,q,s)空间受参数p、q和s的制约,本文研究当参数s=0时,Q_(K)(p,q)空间和F(p,q,s)空间之间的包含关系,以及两者等价时核函数K(r)所满足的条件.

The properties ofQ_(K)(p,q) spaces depend on the selection of kernel functions.The F(p,q,s) spaces are constrained by parameters p、q and s.This paper has got the inclusion relations between Q_(K)(p,q) and F(p,q,s) when the parameter s=0,and obtained the equivalent condition of kernel function K(r)when Q_(K)(p,q) and F(p,q,s) are equivalent.