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Sergey Khrushchev
Sergey Khrushchev
Satbayev University
Подтвержден адрес электронной почты в домене satbayev.university - Главная страница
Название
Процитировано
Процитировано
Год
Orthogonal polynomials and continued fractions
S Khrushchev
(No Title), 2008
882008
A recovery of Brouncker's proof for the quadrature continued fraction
S Khrushchev
Publicacions matematiques, 3-42, 2006
152006
Szegő’s theorem for matrix orthogonal polynomials
M Derevyagin, O Holtz, S Khrushchev, M Tyaglov
Journal of Approximation Theory 164 (9), 1238-1261, 2012
102012
Continued fractions and orthogonal polynomials on the unit circle
S Khrushchev
Journal of computational and applied mathematics 178 (1-2), 267-303, 2005
102005
Generalized Hurwitz matrices, generalized Euclidean algorithm, and forbidden sectors of the complex plane
O Holtz, S Khrushchev, O Kushel
Computational Methods and Function Theory 16, 395-431, 2016
72016
Mergelyan’s theorem for zero free functions
S Khrushchev
Journal of Approximation Theory 169, 1-6, 2013
62013
A continuous function with universal Fourier series on a given closed set of Lebesgue measure zero
S Khrushchev
Journal of Approximation Theory 252, 105361, 2020
52020
Two great theorems of Lord Brouncker and his formula
S Khrushchev
The Mathematical Intelligencer 32 (4), 19-31, 2010
52010
On Euler's differential methods for continued fractions
S Khrushchev
Electronic transactions on numerical analysis 25, 178-200, 2006
52006
Orthogonal polynomials: the first minutes
S Khrushchev
Proceedings of Symposia in Pure Mathematics 76 (2), 875, 2007
32007
On Bauer–Muir Transform of Continued Fractions
MJS Belaghi, S Khrushchev, AE Bashirov
International Journal of Number Theory 9 (02), 321-332, 2013
12013
Uniformly convergent Fourier series with universal power parts on closed subsets of measure zero
S Khrushchev
Journal of Approximation Theory 287, 105864, 2023
2023
Correction to: Pavlov’s perturbations
S Khrushchev
Analysis as a Tool in Mathematical Physics: In Memory of Boris Pavlov, C1-C1, 2020
2020
Pavlov’s perturbations
S Khrushchev
Analysis as a Tool in Mathematical Physics: In Memory of Boris Pavlov, 37-39, 2020
2020
Orthogonal Polynomials and Continued Fractions: Continued fractions: analysis
S Khrushchev
2008
Orthogonal Polynomials and Continued Fractions: Continued fractions: algebra
S Khrushchev
2008
Orthogonal Polynomials and Continued Fractions: Orthogonal polynomials
S Khrushchev
2008
Orthogonal Polynomials and Continued Fractions: Continued fractions: Euler's influence
S Khrushchev
2008
The Euler-Lagrange Theory for Schur’s Algorithm
S KHRUSHCHEV
2003
Adukov, Victor M., 160
M Alfaro, P Bechler, D Benko, C Boor, M Castro, AJ Duran, T Erdelyi, ...
Journal of Approximation Theory 122, 334, 2003
2003
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