Relative growth of Hadamard compositions of series in systems of functions

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Bibliographic Details
Main Author: Myroslav M. Sheremeta
Format: Article
Language:English
Published: Shahin Digital Publisher 2025-01-01
Series:Electronic Journal of Mathematics
Subjects:
Online Access:https://shahindp.com/Electron_J_Math/v9/EJM25_v9_pp1-10.pdf
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author Myroslav M. Sheremeta
author_facet Myroslav M. Sheremeta
author_sort Myroslav M. Sheremeta
collection DOAJ
format Article
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institution Kabale University
issn 2789-5734
language English
publishDate 2025-01-01
publisher Shahin Digital Publisher
record_format Article
series Electronic Journal of Mathematics
spelling doaj-art-e75d6e9bf14a48f1b2ca046bff1fa0af2025-01-20T09:01:41ZengShahin Digital PublisherElectronic Journal of Mathematics2789-57342025-01-01911010.47443/ejm.2024.069Relative growth of Hadamard compositions of series in systems of functionsMyroslav M. Sheremetahttps://shahindp.com/Electron_J_Math/v9/EJM25_v9_pp1-10.pdfanalytic functionregularly converging serieshadamard compositionrelative growthgeneralized order
spellingShingle Myroslav M. Sheremeta
Relative growth of Hadamard compositions of series in systems of functions
Electronic Journal of Mathematics
analytic function
regularly converging series
hadamard composition
relative growth
generalized order
title Relative growth of Hadamard compositions of series in systems of functions
title_full Relative growth of Hadamard compositions of series in systems of functions
title_fullStr Relative growth of Hadamard compositions of series in systems of functions
title_full_unstemmed Relative growth of Hadamard compositions of series in systems of functions
title_short Relative growth of Hadamard compositions of series in systems of functions
title_sort relative growth of hadamard compositions of series in systems of functions
topic analytic function
regularly converging series
hadamard composition
relative growth
generalized order
url https://shahindp.com/Electron_J_Math/v9/EJM25_v9_pp1-10.pdf
work_keys_str_mv AT myroslavmsheremeta relativegrowthofhadamardcompositionsofseriesinsystemsoffunctions