Bloch, Hardy, and BMOA spaces in the ball.
Dubtsov, E.S. (2005)
Zapiski Nauchnykh Seminarov POMI
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Displaying similar documents to “Bloch space on the unit ball of .”
Bloch, Hardy, and BMOA spaces in the ball.
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It seems impossible to extend the boundary value theory of Hardy spaces to Bergman spaces since there is no boundary value for a function in a Bergman space in general. In this article we provide a new idea to show what is the correct version of Bergman spaces by demonstrating the extension to Bergman spaces of a result of Hardy-Littlewood in Hardy spaces, which characterizes the Hölder class of boundary values for a function from Hardy spaces in the unit disc in terms of the growth...
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