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STUDIA MATHEMATICA - Issue no. 1 / 2007 | |||||||
Article: |
BOOK REVIEWS - PAUL F. X. MÜLLER, ISOMORPHISMS BETWEEN H1 SPACES. Authors: IOAN V. ŞERB. |
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Abstract: H1 spaces form one of the most important classes of Banach spaces in functional analysis, complex analysis, harmonic analysis and probability theory. H1 spaces appear in several variants. The first one is the classical Hardy space H1(T) of integrable functions on the unit circle T for which the harmonic extension to the unit disk is analytic. | |||||||