Valentin V. Andreev

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math.FA2026

Remark Concerning CesÃ¡ro Operator on the Hardy Space $H^{p} (C_{+})$ in the Upper Half-Plane

Valentin V. Andreev, Miron B. Bekker, Joseph A. Cima

We consider CesÃ¡ro operator on the Hardy space $H^{p} (C_{+})$ in the upper half-plane for $1 < p < \infty$ . In \cite{AS} it was proved that for all $1 < p < \infty$ the spectrum of t…

math.FA2024

On the Ces`aro operator on the Hardy space in the upper half-plane

Valentin V. Andreev, Miron B. Bekker, Joseph A. Cima

We discuss the Ces`aro operator on the Hardy space in the upper half-plane. We provide a new simple proof of the boundedness of this operator, prove that this operator is equal to…

Remark Concerning CesÃ¡ro Operator on the Hardy Space Hp(C+​) in the Upper Half-Plane

On the Ces`aro operator on the Hardy space in the upper half-plane

Remark Concerning CesÃ¡ro Operator on the Hardy Space $H^{p} (C_{+})$ in the Upper Half-Plane