Fine-grained evaluations of the best estimates for smooth functions in C2π in terms of linear combinations of modules of continuity of their derivatives

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Date:2022
Main Authors: Yu. P. Babych, T. F. Mykhay̆lova
Format: Article
Language:English
Published: 2022
Series:Ukrainian Mathematical Journal
Online Access:http://jnas.nbuv.gov.ua/article/UJRN-0001336849
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Journal Title:Library portal of National Academy of Sciences of Ukraine | LibNAS

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Library portal of National Academy of Sciences of Ukraine | LibNAS
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author Yu. P. Babych
T. F. Mykhay̆lova
author_facet Yu. P. Babych
T. F. Mykhay̆lova
author_sort Yu. P. Babych
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first_indexed 2025-07-17T09:27:53Z
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institution Library portal of National Academy of Sciences of Ukraine | LibNAS
language English
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spelling open-sciencenbuvgovua-8212023-09-12T17:59:56Z Fine-grained evaluations of the best estimates for smooth functions in C2π in terms of linear combinations of modules of continuity of their derivatives Yu. P. Babych T. F. Mykhay̆lova 1027-3190 2022 en Ukrainian Mathematical Journal http://jnas.nbuv.gov.ua/article/UJRN-0001336849 Article
spellingShingle Ukrainian Mathematical Journal
Yu. P. Babych
T. F. Mykhay̆lova
Fine-grained evaluations of the best estimates for smooth functions in C2π in terms of linear combinations of modules of continuity of their derivatives
title Fine-grained evaluations of the best estimates for smooth functions in C2π in terms of linear combinations of modules of continuity of their derivatives
title_full Fine-grained evaluations of the best estimates for smooth functions in C2π in terms of linear combinations of modules of continuity of their derivatives
title_fullStr Fine-grained evaluations of the best estimates for smooth functions in C2π in terms of linear combinations of modules of continuity of their derivatives
title_full_unstemmed Fine-grained evaluations of the best estimates for smooth functions in C2π in terms of linear combinations of modules of continuity of their derivatives
title_short Fine-grained evaluations of the best estimates for smooth functions in C2π in terms of linear combinations of modules of continuity of their derivatives
title_sort fine-grained evaluations of the best estimates for smooth functions in c2π in terms of linear combinations of modules of continuity of their derivatives
url http://jnas.nbuv.gov.ua/article/UJRN-0001336849
work_keys_str_mv AT yupbabych finegrainedevaluationsofthebestestimatesforsmoothfunctionsinc2pintermsoflinearcombinationsofmodulesofcontinuityoftheirderivatives
AT tfmykhaylova finegrainedevaluationsofthebestestimatesforsmoothfunctionsinc2pintermsoflinearcombinationsofmodulesofcontinuityoftheirderivatives