Add to ORKGIn this paper we derive converge of N\"orlund means of Vilenkin-Fourier series with monotone coefficients of integrable functions in Lebesgue and Vilinkin-Lebesgue points. Moreover, we discuss pointwise and norm convergence in $L_p$ norms of such N\"orlund means.Comment: arXiv admin note: substantial text overlap with arXiv:2107.0201
The classical Fourier Analysis has been developed in an almost unbelievable way from the first funda...
The classical theory of Fourier series deals with decomposition of afunction into sinusoidal waves. ...
AbstractIn this paper we prove that for a function f∈Lp(Gm) where 1<p the Fejér means σnf converge t...
In this paper we derive converge of $T$ means of Vilenkin-Fourier series with monotone coefficients ...
summary:We prove and discuss some new $( H_{p},L_{p})$-type inequalities of weighted maximal operato...
summary:We prove and discuss some new $( H_{p},L_{p})$-type inequalities of weighted maximal operato...
The classical Fourier Analysis has been developed in an almost unbelievable way from the first funda...
AbstractOne of the most celebrated problems in dyadic harmonic analysis is the pointwise convergence...
AbstractOne of the most celebrated problems in dyadic harmonic analysis is the pointwise convergence...
In this paper we discuss and prove an analogy of the Carleson–Hunt theorem with respect to Vilenkin ...
The classical theory of Fourier series deals with decomposition of afunction into sinusoidal waves. ...
The classical theory of Fourier series deals with decomposition of afunction into sinusoidal waves. ...
The classical theory of Fourier series deals with decomposition of afunction into sinusoidal waves. ...
We discuss $(H_p,L_p)$ and $(H_p,\text{weak}-L_p)$ type inequalities of weighted maximal operators o...
AbstractThe so-called Vilenkin systems and the Hardy spaces Hp (0<p≤1) with respect to Vilenkin grou...
The classical Fourier Analysis has been developed in an almost unbelievable way from the first funda...
The classical theory of Fourier series deals with decomposition of afunction into sinusoidal waves. ...
AbstractIn this paper we prove that for a function f∈Lp(Gm) where 1<p the Fejér means σnf converge t...
In this paper we derive converge of $T$ means of Vilenkin-Fourier series with monotone coefficients ...
summary:We prove and discuss some new $( H_{p},L_{p})$-type inequalities of weighted maximal operato...
summary:We prove and discuss some new $( H_{p},L_{p})$-type inequalities of weighted maximal operato...
The classical Fourier Analysis has been developed in an almost unbelievable way from the first funda...
AbstractOne of the most celebrated problems in dyadic harmonic analysis is the pointwise convergence...
AbstractOne of the most celebrated problems in dyadic harmonic analysis is the pointwise convergence...
In this paper we discuss and prove an analogy of the Carleson–Hunt theorem with respect to Vilenkin ...
The classical theory of Fourier series deals with decomposition of afunction into sinusoidal waves. ...
The classical theory of Fourier series deals with decomposition of afunction into sinusoidal waves. ...
The classical theory of Fourier series deals with decomposition of afunction into sinusoidal waves. ...
We discuss $(H_p,L_p)$ and $(H_p,\text{weak}-L_p)$ type inequalities of weighted maximal operators o...
AbstractThe so-called Vilenkin systems and the Hardy spaces Hp (0<p≤1) with respect to Vilenkin grou...
The classical Fourier Analysis has been developed in an almost unbelievable way from the first funda...
The classical theory of Fourier series deals with decomposition of afunction into sinusoidal waves. ...
AbstractIn this paper we prove that for a function f∈Lp(Gm) where 1<p the Fejér means σnf converge t...