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Complex Symmetric Composition Operators on $H^2$
Published 14 Feb 2016 in math.CV and math.FA | (1602.04217v1)
Abstract: In this paper, we find complex symmetric composition operators on the classical Hardy space whose symbols are linear-fractional but not automorphic. In doing so, we answer a recent question of Noor, and partially answer the original problem posed by Garcia and Hammond.
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