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Author ID: sokolenko.igor-v Recent zbMATH articles by "Sokolenko, Igor V."
Published as: Sokolenko, I. V.; Sokolenko, Igor V.
Documents Indexed: 23 Publications since 2003, including 1 Additional arXiv Preprint
Co-Authors: 13 Co-Authors with 18 Joint Publications
627 Co-Co-Authors

Publications by Year

Citations contained in zbMATH Open

12 Publications have been cited 27 times in 15 Documents Cited by Year
Uniform approximations of classes of \(({\psi},\overline{\beta})\)-differentiate functions by linear methods. Zbl 1249.41071
Serdyuk, A. S.; Sokolenko, I. V.
6
2011
Asymptotic behavior of best approximations of classes of Poisson integrals of functions from \(H_\omega\). Zbl 1232.41034
Serdyuk, A. S.; Sokolenko, I. V.
5
2011
Approximation by Fourier series in classes of differentiable functions with high exponents of smoothness. Zbl 1463.42004
Serdyuk, A. S.; Sokolenko, I. V.
3
2019
Approximation by linear methods of classes of \((\psi,\overline{\beta})\)-differentiable functions. Zbl 1313.42018
Serdyuk, A. S.; Sokolenko, I. V.
3
2013
Approximation by Fourier sums in the classes of Weyl-Nagy differentiable functions with high exponent of smoothness. Zbl 1505.42003
Serdyuk, A. S.; Sokolenko, I. V.
2
2022
Approximation by interpolation trigonometric polynomials in metrics of the space \(L_p\) on the classes of periodic entire functions. Zbl 1435.42002
Serdyuk, A. S.; Sokolenko, I. V.
2
2019
Asymptotic estimates for the best uniform approximations of classes of convolution of periodic functions of high smoothness. Zbl 1462.41013
Serdyuk, Anatolii S.; Sokolenko, Igor V.
1
2021
Asymptotic equalities for best approximations for classes of infinitely differentiable functions defined by the modulus of continuity. Zbl 1352.42006
Serdyuk, A. S.; Sokolenko, I. V.
1
2016
Approximations of classes \((\psi,\overline{\beta})\)-differentiable functions by interpolating trigonometric polynomials. Zbl 1374.42007
Serdyuk, A. S.; Sokolenko, I. V.
1
2016
Approximation of classes of convolutions of periodic functions by linear methods based on Fourier-Lagrange coefficients. Zbl 1389.42002
Serdyuk, A. S.; Sokolenko, I. V.
1
2017
Linear approximation methods and the best approximations of the Poisson integrals of functions from the classes \(H_{\omega_p}\) in the metrics of the spaces \(L_p\). Zbl 1224.41027
Serdyuk, A. S.; Sokolenko, I. V.
1
2010
The best approximation of Poisson integrals of functions from the class \(H_{\omega}\). Zbl 1199.42019
Serdyuk, A. S.; Sokolenko, I. V.
1
2010
Approximation by Fourier sums in the classes of Weyl-Nagy differentiable functions with high exponent of smoothness. Zbl 1505.42003
Serdyuk, A. S.; Sokolenko, I. V.
2
2022
Asymptotic estimates for the best uniform approximations of classes of convolution of periodic functions of high smoothness. Zbl 1462.41013
Serdyuk, Anatolii S.; Sokolenko, Igor V.
1
2021
Approximation by Fourier series in classes of differentiable functions with high exponents of smoothness. Zbl 1463.42004
Serdyuk, A. S.; Sokolenko, I. V.
3
2019
Approximation by interpolation trigonometric polynomials in metrics of the space \(L_p\) on the classes of periodic entire functions. Zbl 1435.42002
Serdyuk, A. S.; Sokolenko, I. V.
2
2019
Approximation of classes of convolutions of periodic functions by linear methods based on Fourier-Lagrange coefficients. Zbl 1389.42002
Serdyuk, A. S.; Sokolenko, I. V.
1
2017
Asymptotic equalities for best approximations for classes of infinitely differentiable functions defined by the modulus of continuity. Zbl 1352.42006
Serdyuk, A. S.; Sokolenko, I. V.
1
2016
Approximations of classes \((\psi,\overline{\beta})\)-differentiable functions by interpolating trigonometric polynomials. Zbl 1374.42007
Serdyuk, A. S.; Sokolenko, I. V.
1
2016
Approximation by linear methods of classes of \((\psi,\overline{\beta})\)-differentiable functions. Zbl 1313.42018
Serdyuk, A. S.; Sokolenko, I. V.
3
2013
Uniform approximations of classes of \(({\psi},\overline{\beta})\)-differentiate functions by linear methods. Zbl 1249.41071
Serdyuk, A. S.; Sokolenko, I. V.
6
2011
Asymptotic behavior of best approximations of classes of Poisson integrals of functions from \(H_\omega\). Zbl 1232.41034
Serdyuk, A. S.; Sokolenko, I. V.
5
2011
Linear approximation methods and the best approximations of the Poisson integrals of functions from the classes \(H_{\omega_p}\) in the metrics of the spaces \(L_p\). Zbl 1224.41027
Serdyuk, A. S.; Sokolenko, I. V.
1
2010
The best approximation of Poisson integrals of functions from the class \(H_{\omega}\). Zbl 1199.42019
Serdyuk, A. S.; Sokolenko, I. V.
1
2010

Citations by Year