J. Xiao
Abstract
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We characterise the complex measures μ on the open unit disk D such that for all f in the Hardy space H2. The characterisation involves Carleson measures, the duality between H1 and BMOA, and Hankel operators.
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We characterise the complex measures μ on the open unit disk D such that for all f in the Hardy space H2. The characterisation involves Carleson measures, the duality between H1 and BMOA, and Hankel operators.
Key concepts: Mathematics, Hardy space, Unit disk, Space (punctuation), Duality (order theory), Unit (ring theory), Hankel matrix, Pure mathematics