利用复积分的基本理论知识和类似于Q^#T空间和Q^#p空间的研究方法,研究Q^#T,h空间和Q^#p,h空间,在特定的条件下,证明了Q^#T,h空间和Q^#p,h空间的相等关系,推广了乌兰哈斯和伍鹏程关于Q^#T,h空间和Q^#p空间的理论。
We investigated QT^# space and Qp^#,h space in this study, using the basic theory of complex integration and the similar methods. It proved that Q^#p,h space and Q^#p, h space were equivalent under certain conditions. It extended the theory of Q^#T,h space and Qp^#,h space which was obtained by Wulan and Wu.