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Estimates for Approximation of Functions from Hardy Spaces $$boldsymbol{H^{p}(mathbb{D})}$$ by Logarithmic Derivatives of Polynomials, Whose Zeros Lie on the Unit Circle

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Published in:Lobachevskii Journal of Mathematics
Format: Online Article RSS Article
Published: 2026
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container_title Lobachevskii Journal of Mathematics
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discipline_display Mathematics
discipline_facet Mathematics
format Online Article
RSS Article
genre Journal Article
id rss_article:92199
institution FRELIP
journal_source_facet Lobachevskii Journal of Mathematics
last_indexed 2026-06-20T21:45:12.453Z
publishDate 2026
publishDateSort 2026
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spellingShingle Estimates for Approximation of Functions from Hardy Spaces $$boldsymbol{H^{p}(mathbb{D})}$$ by Logarithmic Derivatives of Polynomials, Whose Zeros Lie on the Unit Circle
Mathematics
General
Mathematics
sub_discipline_display General
sub_discipline_facet General
subject_display Mathematics
General
Mathematics
subject_facet Mathematics
General
Mathematics
title Estimates for Approximation of Functions from Hardy Spaces $$boldsymbol{H^{p}(mathbb{D})}$$ by Logarithmic Derivatives of Polynomials, Whose Zeros Lie on the Unit Circle
title_alt Estimaciones para la aproximación de funciones de espacios Hardy $$\boldsymbol{H^{p}(\mathbb{D})}$$ mediante derivadas logarítmicas de polinomios cuyos ceros se encuentran en el círculo unitario
Estimations pour l'approximation de fonctions des espaces de Hardy $$\boldsymbol{H^{p}(\mathbb{D})}$$ par des dérivées logarithmiques de polynômes dont les zéros se trouvent sur le cercle unité
Estimativas para Aproximação de Funções dos Espaços de Hardy $$\boldsymbol{H^{p}(\mathbb{D})}$$ por Derivadas Logarítmicas de Polinômios, Cujos Zeros Estão no Círculo Unitário
title_auth Estimates for Approximation of Functions from Hardy Spaces $$boldsymbol{H^{p}(mathbb{D})}$$ by Logarithmic Derivatives of Polynomials, Whose Zeros Lie on the Unit Circle
title_es_txt Estimaciones para la aproximación de funciones de espacios Hardy $$\boldsymbol{H^{p}(\mathbb{D})}$$ mediante derivadas logarítmicas de polinomios cuyos ceros se encuentran en el círculo unitario
title_fr_txt Estimations pour l'approximation de fonctions des espaces de Hardy $$\boldsymbol{H^{p}(\mathbb{D})}$$ par des dérivées logarithmiques de polynômes dont les zéros se trouvent sur le cercle unité
title_full Estimates for Approximation of Functions from Hardy Spaces $$boldsymbol{H^{p}(mathbb{D})}$$ by Logarithmic Derivatives of Polynomials, Whose Zeros Lie on the Unit Circle
title_fullStr Estimates for Approximation of Functions from Hardy Spaces $$boldsymbol{H^{p}(mathbb{D})}$$ by Logarithmic Derivatives of Polynomials, Whose Zeros Lie on the Unit Circle
title_full_unstemmed Estimates for Approximation of Functions from Hardy Spaces $$boldsymbol{H^{p}(mathbb{D})}$$ by Logarithmic Derivatives of Polynomials, Whose Zeros Lie on the Unit Circle
title_pt_txt Estimativas para Aproximação de Funções dos Espaços de Hardy $$\boldsymbol{H^{p}(\mathbb{D})}$$ por Derivadas Logarítmicas de Polinômios, Cujos Zeros Estão no Círculo Unitário
title_short Estimates for Approximation of Functions from Hardy Spaces $$boldsymbol{H^{p}(mathbb{D})}$$ by Logarithmic Derivatives of Polynomials, Whose Zeros Lie on the Unit Circle
title_sort estimates for approximation of functions from hardy spaces $$boldsymbol{h^{p}(mathbb{d})}$$ by logarithmic derivatives of polynomials, whose zeros lie on the unit circle
topic Mathematics
General
Mathematics
url https://link.springer.com/article/10.1134/S1995080225615024