Projects per year
Fingerprint Dive into the research topics where Олег Леонидович Виноградов is active. These topic labels come from the works of this person. Together they form a unique fingerprint.
- 4 Similar Profiles
Modulus of Continuity
Математика
Bibliographies
Технические дисциплины и материаловедение
Estimate
Математика
Best Approximation
Математика
Spline
Математика
Entire Functions of Exponential Type
Математика
Splines
Технические дисциплины и материаловедение
Approximation
Математика
Network
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Projects 2019 2019
- 1 Active
RSF_RG_2018 - 2: Пространства, инвариантные относительно сдвига, и всплески: 2019 г. этап 2
Скопина, М. А., Кривошеин, А. В., Виноградов, О. Л., Лебедева, Е. А., Андрианов, П. А., Гладкая, А. В., Улицкая, А. Ю. & Ихсанов, Л. Н.
1/01/19 → 31/12/19
Project
Research Output 1999 2018
Average Dimension of Shift Spaces
Vinogradov, O. L., 1 Jun 2018, In : Lobachevskii Journal of Mathematics. 39, 5, p. 717-721 5 p.Research output
Entire Functions of Exponential Type
Equidistant
Estimate
Spline
Convolution
Sharp Estimates for Mean Square Approximations of Classes of Differentiable Periodic Functions by Shift Spaces
Vinogradov, O. L. & Ulitskaya, A. Y., 1 Jan 2018, In : Vestnik St. Petersburg University: Mathematics. 51, 1, p. 15-22 8 p.Research output
Periodic Functions
Mean Square
Differentiable
Approximation
Estimate
Sharp Estimates of Linear Approximations by Nonperiodic Splines in Terms of Linear Combinations of Moduli of Continuity
Vinogradov, O. L. & Gladkaya, A. V., 1 Oct 2018, In : Journal of Mathematical Sciences (United States). 234, 3, p. 303-317 15 p.Research output
Modulus of Continuity
Linear Approximation
Splines
Spline
Linear Combination
3
Citations
(Scopus)
Sharp inequalities for approximations of convolution classes on the real line as the limit case of inequalities for periodic convolutions
Vinogradov, O. L., 1 Mar 2017, In : Siberian Mathematical Journal. 58, 2, p. 190-204 15 p.Research output
Sharp Inequality
Real Line
Convolution
Approximation
Estimate
1
Citation
(Scopus)
Sharp Jackson type inequalities for spline approximation on the axis
Gladkaya, A. V. & Vinogradov, O. L., 1 Mar 2017, In : Analysis Mathematica. 43, 1, p. 27-47 21 p.Research output
Spline Approximation
Modulus of Continuity
Higher Order
Approximation of Functions
Odd