In this paper, we characterize bounded and compact multiplier operators \(M_{u}\) on the general Hardy type spaces \(H^{p,q,s}(B_{n})\). Moreover, we also study bounded and compact composition operators \(C_{\varphi }\) from \(H^{p,q,s}(B_{n})\) to \(H^{\infty }_{\frac{q+n}{p}}(B_{n})\).

中文翻译：

---

$$ \ mathbf {C ^ {n}} $$ C n中几个全纯函数空间之间的乘数和合成算子

在本文中，我们在一般的Hardy类型空间\（H ^ {p，q，s}（B_ {n}）\）上刻划有界和紧凑型乘法算子\（M_ {u} \）的特征。此外，我们还研究了有界和紧致合成算子\（C _ {\ varphi} \）从\（H ^ {p，q，s}（B_ {n}）\）到\（H ^ {\ infty} _ { \ frac {q + n} {p}}（B_ {n}）\）。