有界对称域上A^p空间的一些性质

Some Properties of A^p Space on the Bounded Symmetric Domains

讨论了Cn 中有界对称域Ω上Bergman空间Ap 中函数的系数性质 ,并利用这些结果给出了有界对称域上Ap 空间到lq 及l∞ 的几个乘子定理 .

In the paper,the authors discuss some properties about the function coefficient of Bergman space A\+p on the bounded symmetric domains Ω of C\+n,and obtain several multiplier theorems from A\+p to l ∞ and l\+q by using these results on the bounded symmetric domains.