On operator valued Hardy spaces

Mathematics – Functional Analysis

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This paper has been withdrawn by the author. The current argument has an error. The current result implies that every Calderon

Scientific paper

The note shows that the operator-valued Hardy space $\sH^1$ introduced via
Littlewood-Paley $g$-function coincides with the space of $H^1_R(\T, \sL^1)$ of
all Bochner integrable operator-valued functions with integrable analytic part.
The proof is based on the noncommutative maximal inequality for Poisson group.

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