B. Golubov

发表

Walsh Series and Transforms

B. Golubov, A. Efimov, V. Skvortsov, 1991 .

On Modified Strong Dyadic Integral and Derivative

B. Golubov, 2002 .

On Abel—Poisson type and Riesz means

B. Golubov, 1981 .

On the Gibbs phenomenon for Riesz spherical means of multiple Fourier series and Fourier integrals

B. Golubov, 1975 .

Weighted integrability of multiplicative Fourier transforms

B. Golubov, S. Volosivets, 2010 .

Weighted Integrability of $$p$$-Adic Fourier Transform

B. Golubov, S. Volosivets, 2020 .

The Hardy and Bellman transforms of the spacesH1 and BMO

B. Golubov, 1998 .

Spherical jump of a function and the Bochner-Riesz means of conjugate multiple fourier series and fourier integrals

B. Golubov, 2012 .

ON THE SUMMABILITY OF FOURIER INTEGRALS BY RIESZ SPHERICAL MEANS

B. Golubov, 1977 .

Fourier cosine and sine transforms and generalized Lipschitz classes in the uniform metric

B. Golubov, S. S. Volosivets, 2012, Ukrainian Mathematical Journal.

Uniform convergence and integrability of multiplicative Fourier transforms

B. Golubov, S. S. Volosivets, 2015, Mathematical Notes.

ON THE CONVERGENCE OF RIESZ SPHERICAL MEANS OF MULTIPLE FOURIER SERIES AND INTEGRALS OF FUNCTIONS OF BOUNDED GENERALIZED VARIATION

B. Golubov, 1972 .

THE ASYMPTOTIC $ L_p$-NORM OF DIFFERENTIATED FOURIER SUMS OF FUNCTIONS OF BOUNDED VARIATION

B. Golubov, 1973 .

The p-variation of functions

B. Golubov, 1969 .

On the Integrability and Uniform Convergence of Multiplicative Fourier Transforms

B. Golubov, S. Volosivets, 2009 .

Modified Fractional Hardy and Hardy-Littlewood Operators and Their Commutators

B. Golubov, S. S. Volosivets, 2019, Russian Mathematics.

Modified Hardy and Hardy–Littlewood Fractional Operators in Morrey–Herz Spaces and Their Commutators in Weighted Spaces

B. Golubov, S. S. Volosivets, 2022, Journal of Mathematical Sciences.

Walsh Series and Transforms: Theory and Applications

A. Efimov, B. Golubov, A. Efimov, 1991 .

Modified Dyadic Integral and Fractional Derivative on ℝ+

B. Golubov, 2006 .

Multiple fourier series and integrals

B. Golubov, B. I. Golubov, 1984 .

Boundedness of the Hardy and the Hardy-Littlewood operators in the spaces $ \operatorname {Re}H^1$ and BMO

B. Golubov, 1997 .

The hardy and bellman operators in spaces connected with H($$ \mathbb{T} $$) and BMO($$ \mathbb{T} $$)

B. Golubov, S. Volosivets, 2008 .

Series with respect to the Haar system

B. Golubov, 1973 .

The Hardy and Bellman Operators in Spaces Connected with H(T) and BMO(T)

B. Golubov, S. S. Volosivets, 2008 .

On the Boundedness of Dyadic Hardy and Hardy-Littlewood Operators on the Dyadic Spaces H and BMO

B. Golubov, 2000 .

The approximation of a Hölder class of two variables by Riesz spherical means

B. Golubov, 1974 .

Fourier transforms in generalized Lipschitz classes

B. Golubov, S. Volosivets, 2013 .

Fourier transforms in generalized Lipschitz classes

B. Golubov, S. S. Volosivets, 2013, Proceedings of the Steklov Institute of Mathematics.

ON THE RATE OF CONVERGENCE OF INTEGRALS OF GAUSS-WEIERSTRASS TYPE FOR FUNCTIONS OF SEVERAL VARIABLES

B. Golubov, 1981 .

The Abel-Poisson summation method for multiple Fourier series

B. Golubov, 1980 .

Absolute convergence of double series of Fourier-Haar coefficients for functions of bounded p-variation

B. Golubov, 2012 .

Absolute convergence of double series of Fourier-Haar coefficients for functions of bounded p-variation

B. Golubov, 2012, Russian Mathematics (Izvestiya VUZ. Matematika).

Absolute Convergence of Multiple Series of Fourier-Haar Coefficients of Functions of Bounded p th -Power Hardy Type Variation

B. Golubov, 2012 .

A class of complete orthogonal systems

B. Golubov, B. I. Golubov, 1968 .

ON FUNCTIONS OF BOUNDED p-VARIATION

B. Golubov, 1968 .

BEST APPROXIMATIONS OF FUNCTIONS IN THE Lp METRIC BY HAAR AND WALSH POLYNOMIALS

B. Golubov, 1972 .

Generalized Absolute Convergence of Series of Fourier Coefficients With Respect to Haar Type Systems

B. Golubov, S. Volosivets, 2018, 2017 International Conference on Sampling Theory and Applications (SampTA).

Generalized absolute convergence of single and double Fourier series with respect to multiplicative systems

B. Golubov, S. Volosivets, 2012 .

ON CONVERGENCE OF RIESZ SPHERICAL MEANS OF MULTIPLE FOURIER SERIES

B. Golubov, 1975 .

Fourier cosine and sine transforms and generalized Lipschitz classes in the uniform metric

B. Golubov, S. Volosivets, 2012 .