Entire functions with bounded minimum modulus; subharmonic functions analogues
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Publication:2647470
DOI10.2307/1969122zbMath0029.29801OpenAlexW2333510818MaRDI QIDQ2647470
Publication date: 1948
Published in: Annals of Mathematics. Second Series (Search for Journal in Brave)
Full work available at URL: https://doi.org/10.2307/1969122
Related Items (24)
Functions of Potential Type ⋮ Growth conditions for analytic functions in unbounded open sets ⋮ Regularity Criteria for Integral and Meromorphic Functions ⋮ The Eremenko–Lyubich constant ⋮ Analytic functions satisfying Hölder conditions on the boundary ⋮ An extremal problem for subharmonic functions of \(\mu^* < 1/2\) ⋮ Arsove–Huber Theorem in Higher Dimensions ⋮ On \(n\)-superharmonic functions and some geometric applications ⋮ Dynamic rays of bounded-type transcendental self-maps of the punctured plane ⋮ Subharmonic Functions in Certain Regions ⋮ The minimum modulus of integral functions of order one ⋮ The distribution of the Riesz mass of certain subharmonic functions ⋮ Convolution inequalities, regular variation and exceptional sets ⋮ Regularity theorems associated with the spread relation ⋮ On Iversen's theorem for meromorphic functions with few poles ⋮ Growth properties of integral and subharmonic functions ⋮ The iterated minimum modulus and conjectures of Baker and Eremenko ⋮ The behaviour of integral and subharmonic functions ⋮ On direct critical singularities and regularity of growth ⋮ Subharmonic functions with mass distribution on the negative real axis ⋮ On the growth of subharmonic functions in \(\{\) Re z\(>0\}\) ⋮ Variations on a theme of Hardy concerning the maximum modulus ⋮ Baernstein’s star-function, maximum modulus points and a problem of Erdős ⋮ Some Theorems on Integral Functions with Negative Zeros
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