(2026). 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. Lobachevskii Journal of Mathematics.
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Chicago Style (17th ed.) Citation
"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."
Lobachevskii Journal of Mathematics 2026.
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MLA (9th ed.) Citation
"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."
Lobachevskii Journal of Mathematics, 2026.
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Warning: These citations may not always be 100% accurate.