ON RAYS OF COMPLETELY REGULAR GROWTH OF AN ENTIRE FUNCTION
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Publication:5594765
DOI10.1070/SM1969V008N04ABEH001123zbMath0197.35502MaRDI QIDQ5594765
Publication date: 1970
Published in: Mathematics of the USSR-Sbornik (Search for Journal in Brave)
Related Items (12)
Interpolation of entire functions and projective descriptions ⋮ The Beurling–Malliavin Multiplier Theorem and Its Analogs for the de Branges Spaces ⋮ Representation of analytic functions by exponential series in half-plane with given growth majorant ⋮ Sharp bounds for asymptotic characteristics of growth of entire functions with zeros on given sets ⋮ Preservation of the completely regular growth by a differential operator of infinite order ⋮ On entire functions with given asymptotic behavior ⋮ Balayage of measures and subharmonic functions to a system of rays. II. Balayages of finite genus and growth regularity on a single ray ⋮ Asymptotic approximation of a logarithmic potential ⋮ On approximation of subharmonic functions ⋮ On an asymptotic equality between the minimum and the maximum of \(\delta\)-subharmonic functions of zero genus ⋮ Addition of indicators of the Fourier coefficients of the logarithms of the modulus of an entire function ⋮ Representation of analytic functions by exponential series in half-plane
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