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20192022
most citedA note on The maximal operators of the Nörlund logaritmic means of Vilenkin-Fourier series

4 citations · 4 across the 7 of their papers we have counts for

collaborators

7 papers

math.CA2022

Bounded operators on Martingale Hardy spaces

Giorgi Tutberidze

The aim of my thesis is to discuss, develop and apply the newest developments of this fascinating theory connected to modern harmonic analysis. In particular, we investigate some s…

math.CA2022

Absolute convergence factors of Lipshitz class functions for general Fourier series

V. Tsagareishvili, G. Tutberidze

The main aim of this paper is to investigate the sequences of positive numbers, for which multiplication with Fourier coefficients of functions Lip1 class provides absolute…

math.CA2021

Sharp type inequalities of maximal operators of means with respect to Vilenkin systems with monotone coefficients

G. Tutberidze

In this paper we prove and discuss some new type inequalities of maximal operators of means with respect to the Vilenkin systems with monotone coeff…

math.CA2020

Some Inequalities Related to Strong Convergence of Riesz Logarithmic Means

D. Lukkassen, L. E. Persson, G. Tephnadze +1

In this paper we derive a new strong convergence theorem of Riesz logarithmic means of the one-dimensional Vilenkin-Fourier (Walsh-Fourier) series. The corresponding inequality is…

math.CA2020

On the boundedness of subsequences of Vilenkin-Fejér means on the martingale Hardy spaces

L-E. Persson, G. Tephnadze, G. Tutberidze

In this paper we characterize subsequences of Fejér means with respect to Vilenkin systems, which are bounded from the Hardy space to the Lebesgue space for all $0…

math.CA20194 cited

A note on The maximal operators of the Nörlund logaritmic means of Vilenkin-Fourier series

George Tephnadze, Giorgi Tutberidze

The main aim of this paper is to investigate - type inequalities for the the maximal operators of Nörlund logaritmic means, for