带椭圆自同构符号的复合算子的数值域
Numerical Ranges of Composition Operators with Elliptic Automorphism Symbols
摘要:
本文研究了Hilbert Hardy空间$H^2(D)$上符号为有穷级椭圆自同构的复合算子的数值域.
英文摘要:
In this paper we investigate the numerical ranges of composition operators whose symbols are elliptic automorphisms of finite orders, on the Hilbert Hardy space $H^2(D)$.
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