Elementary Proofs of Some Asymptotic Radial Uniqueness Theorems

DOI10.2307/2043386zbMath0504.30021OpenAlexW4241867945MaRDI QIDQ4740145

Robert D. Berman

Publication date: 1982

Full work available at URL: https://doi.org/10.2307/2043386

zbMATH Keywords

subharmonic functionsasymptotic radial uniquenessK. F. Barth and W. J. Schneidermeromorphic functions on unit ball in Cntheorems of Mergelyan, Lusin-Privalov, and Collingwood

Mathematics Subject Classification ID

Other generalizations of function theory of one complex variable (32A30) Cluster sets, prime ends, boundary behavior (30D40)

Related Items (1)

Some Results Concerning the Boundary Zero Sets of General Analytic Functions

Cites Work

• Biholomorphic maps in Hilbert space have a fixed point
• The Boundary Cluster Sets of Subharmonic Functions
• A Radial Uniqueness Theorem for Meromorphic Functions
• An Asymptotic Analog of the F. and M. Riesz Radial Uniqueness Theorem
• An Analog of the Lusin-Privaloff Radial Uniqueness Theorem

This page was built for publication: Elementary Proofs of Some Asymptotic Radial Uniqueness Theorems