Wiman type inequalities for entire Dirichlet series with arbitrary exponents

We prove analogues ofthe classical Wiman inequality for entire Dirichlet series$f(z)=sum_{n=0}^{+infty}a_ne^{zlambda_n}$ with arbitrary positiveexponents $(lambda_n)$ such that$sup{lambda_ncolon ngeq 0 }=+infty$.

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Main Authors: A. O. Kuryliak, I. Ye. Ovchar, O. B. Skaskiv
Format: Article
Language:deu
Published: Ivan Franko National University of Lviv 2013-10-01
Series:Математичні Студії
Subjects:
Online Access:http://matstud.org.ua/texts/2013/40_1/108-112.pdf
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author A. O. Kuryliak
I. Ye. Ovchar
O. B. Skaskiv
author_facet A. O. Kuryliak
I. Ye. Ovchar
O. B. Skaskiv
author_sort A. O. Kuryliak
collection DOAJ
description We prove analogues ofthe classical Wiman inequality for entire Dirichlet series$f(z)=sum_{n=0}^{+infty}a_ne^{zlambda_n}$ with arbitrary positiveexponents $(lambda_n)$ such that$sup{lambda_ncolon ngeq 0 }=+infty$.
format Article
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institution Kabale University
issn 1027-4634
language deu
publishDate 2013-10-01
publisher Ivan Franko National University of Lviv
record_format Article
series Математичні Студії
spelling doaj-art-b6563c543bb14937a199cb3889a28e632025-08-20T03:38:43ZdeuIvan Franko National University of LvivМатематичні Студії1027-46342013-10-01401108112Wiman type inequalities for entire Dirichlet series with arbitrary exponentsA. O. KuryliakI. Ye. OvcharO. B. SkaskivWe prove analogues ofthe classical Wiman inequality for entire Dirichlet series$f(z)=sum_{n=0}^{+infty}a_ne^{zlambda_n}$ with arbitrary positiveexponents $(lambda_n)$ such that$sup{lambda_ncolon ngeq 0 }=+infty$.http://matstud.org.ua/texts/2013/40_1/108-112.pdfentire Dirichlet seriesWiman's inequality
spellingShingle A. O. Kuryliak
I. Ye. Ovchar
O. B. Skaskiv
Wiman type inequalities for entire Dirichlet series with arbitrary exponents
Математичні Студії
entire Dirichlet series
Wiman's inequality
title Wiman type inequalities for entire Dirichlet series with arbitrary exponents
title_full Wiman type inequalities for entire Dirichlet series with arbitrary exponents
title_fullStr Wiman type inequalities for entire Dirichlet series with arbitrary exponents
title_full_unstemmed Wiman type inequalities for entire Dirichlet series with arbitrary exponents
title_short Wiman type inequalities for entire Dirichlet series with arbitrary exponents
title_sort wiman type inequalities for entire dirichlet series with arbitrary exponents
topic entire Dirichlet series
Wiman's inequality
url http://matstud.org.ua/texts/2013/40_1/108-112.pdf
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AT iyeovchar wimantypeinequalitiesforentiredirichletserieswitharbitraryexponents
AT obskaskiv wimantypeinequalitiesforentiredirichletserieswitharbitraryexponents