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- W9412165 abstract "In this paper the parametric representation of a holomorphic function f (z) from the Hardy class Hδ (0 < δ < ∞) as a product of the form f (z) = b(z)σ(z)D(z), where (in the modern terminology) b(z) is a Blaschke product, a(z) is a singular inner function and D(z) is an outer function is established. A new proof of a theorem by F. & R. Nevanlinna on the representation of a holomorphic function of bounded characteristic as the quotient of two contractive holomorphic functions is also presented. [Abstract added by editors.]" @default.
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- W9412165 date "1997-01-01" @default.
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- W9412165 title "On boundary values of functions regular in a disk" @default.
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- W9412165 doi "https://doi.org/10.1007/978-3-0348-8944-5_23" @default.
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