HARDY-LITTLEWOOD THEOREMS ON BOUNDED SYMMETRIC DOMAINS OF C~n

1988Mathematics被引 1

摘要

The main results of this paper are the following: If f(z)= p≤2, then Contrarily, if {a_(kv)}, v=1, …, m_k, k=0, 1, …, is a sequence of complex numbers such that for some q, 2≤q∞, then f(z)= Here Ω is a bounded symmetric domain of C~n. Some multiplier theorems are obtained by using these theorems.

引用本文（GB/T 7714）

Jian Shi. HARDY-LITTLEWOOD THEOREMS ON BOUNDED SYMMETRIC DOMAINS OF C~n[J]. 未知来源, 1988.

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